triangles Crossword Puzzles

Algebra Final 2013-05-30

Across

Corresponding in size or amount to something else
Two distinct coplanar lines that do not intersect
A polyhedron with eight faces
The distance around the outside of a plane figure. For a polygon, the perimeter is the sum of the lengths of the sides.
An equation, graph, or data that can be modeled by a degree 2 polynomial
The part left over after long division
A set of ordered pairs
An assertion that can be proved true using the rules of logic. A theorem is proven from axioms, postulates, or other theorems already known to be true
Another word for average. Mean almost always refers to arithmetic mean. In certain contexts, however, it could refer to the geometric mean, harmonic mean, or root mean square.
Straight up and down

Down

A polygon with seven sides
The product of a given integer and all smaller positive integers.
Half a circle. That is, a 180°
A mathematical sentence built from expressions using one or more of the symbols <, >, ≤, or ≥.
A geometric figure in three dimensions excluding interior points, if any
A curve usually expressed in polar coordinates that resembles a figure eight.
Like a line. A description of any graph or data that can be modeled by a linear polynomial
The top part of a fraction
The result of dividing two numbers or expressions. For example, the 40 divided by 5 has a quotient of 8
The mathematics of working with variables
The study of geometric figures in two dimensions (plane geometry) and three dimensions (solid geometry). It includes the study of points, lines, triangles, quadrilaterals, other polygons, circles, sp
A line segment between two points on the circle or sphere which passes through the center
The matrix formed by taking the transpose of the cofactor matrix of a given original matrix
A polygon with six sides.

24 Clues: Straight up and down • A set of ordered pairs • A polygon with six sides. • A polygon with seven sides • The top part of a fraction • A polyhedron with eight faces • Half a circle. That is, a 180° • The part left over after long division • The mathematics of working with variables • Corresponding in size or amount to something else • ...

Math is Fun!! 2014-04-14

Across

angle a angle inside a shape
the ratio between the leg adjacent to the angle when it is considered part of a right triangle and the hypotenuse
angle more than 90 but less than 180
the length of the opposite side divided by the length of the hypotenuse
"two ratios are equal"
being complements of each other
the opposite angle
a line that tends to run from left to right across the page
three sided polygon
a²+b²=c²
the angle between two sides
the angle b/w any side of a shape and a line from the next side
a angle that measures 180 degrees
four sided polygon
angles opposite from each other when two lines cross
close or near
a measure for angles
a law relating the lengths of the sides of an arbitrary triangle to the sines of it's angles
the length of the opposite side divided by the length of the adjacent side
the amount of turn between two straight lines that have a common vertex
a straight line inside a shape that goes from one corner to another

Down

a two-dimensional shape with straight sides
an angle whose measure us between 0 and 90 degrees
the height of an object
either of the two sides that form the right angle
a law relating to the lengths of the sides of triangle to the cosine of one of its angles
the study of triangles
the angle below horizontal
a symbol used for a number that is unknown
curved or rounded outward like a circle
five sided polygon
the side opposite the right angle in a right angled triangle
the angle above horizontal
a polygon where all angles and sides are equal
six sided polygon
a triangle with a right angle
two angles that add up to 180 degrees

37 Clues: a²+b²=c² • close or near • six sided polygon • the opposite angle • five sided polygon • four sided polygon • three sided polygon • a measure for angles • the study of triangles • "two ratios are equal" • the height of an object • the angle below horizontal • the angle above horizontal • the angle between two sides • angle a angle inside a shape • a triangle with a right angle • ...

Adrian's Puzzle 2013-05-02

Across

The ratio of the hypotenuse to the side opposite an acute angle; the reciprocal of sine.
What is distinguished from other formulas for the area of a triangle.
A circle with a radius of one.
The ratio of the side (other than the hypotenuse) adjacent to a particular acute angle to the side opposite.
A unit of measurement of angles.
A unit of angle, equal to an angle at the center of a circle whose arc is equal in length to the radius.
The ratio of the hypotenuse to the shorter side adjacent to an acute angle ; the reciprocal of a cosine.
What is a theorem relating the sides and angles of spherical triangles.
The maximum extent of a vibration or oscillation, measured from the position of equilibrium.

Down

The distance required for the function to complete one full cycle.
The longest side of a right triangle, opposite the right angle.
A mathematical expression or function so related to another that their product is one.
Next to; neighboring.
The angle of less than 360 degrees that corresponds to an angle of over 360 degrees.
The trigonometric function that is equal to the ratio of the side adjacent to an acute angle to the hypotenuse.
An equation relating the lengths of the sides of an arbitrary triangle to the sines of its angles.
A part of a line starting at a particular point and extending infinitely in one direction
Two rays sharing a common endpoint. Angles are typically measured in degrees or radians.
A straight line or plane that touches a curve or curved surface at a point, but if extended does not cross it at that point.
The trigonometric function that is equal to the ratio of the side opposite a given angle to the hypotenuse.

20 Clues: Next to; neighboring. • A circle with a radius of one. • A unit of measurement of angles. • The longest side of a right triangle, opposite the right angle. • The distance required for the function to complete one full cycle. • What is distinguished from other formulas for the area of a triangle. • ...

lets test yo mine ? pre algebra 2013-05-09

Across

is an equation of a form
the number of times a base is used as a factor
are equations that describe a relationship among certain quantities
a graph that shows the relationship between two sets of data
to express fractions as percent and to solve percent problems
is a product of the numerator of one fraction and the denominator of another fraction
the measure of the surface enclosed by a geometric figure
money earned on a bank account or money paid toward a bank loan
opposite sides equal in length ; opposite sides parallel
a ratio that compares a number to 100
to multiply powers that have the same base, add their exponents. The base will remain the same
starting amount of money
a four sided polygon
the two number lines intersect at the point where each line is zero
can be measured by the number of cubic units needed to fill a space

Down

the four divided number lines on a graph
to divide powers that have the same base, subtract their exponents. The base will remain the same
the relationship between the number of touchdowns and the number of points can be expressed by
an equation stagnating that two ratios are equivalent
one of two equal factors of a number
closed figures formed by three or more lines segment called sides vertex
ordered pairs are graphed on
exponent that are used to express a number less then one
numbers that are expressed using Exponents are called
a comparison of two quantities by division
to raise a power to a power multiply the exponents
a symbol that indicates a positive or a nonnegative square root
money a salesperson earns based on sales
acts as a grouping symbol in the order of operation
polygons with three sides and three angles
a ration of two quantities with different units

31 Clues: a four sided polygon • is an equation of a form • starting amount of money • ordered pairs are graphed on • one of two equal factors of a number • a ratio that compares a number to 100 • the four divided number lines on a graph • money a salesperson earns based on sales • a comparison of two quantities by division • polygons with three sides and three angles • ...

Pre Algebra ..... 2013-05-09

Across

closed figures formed by three or more lines segment called sides vertex
acts as a grouping symbol in the order of operation
a graph that shows the relationship between two sets of data
a symbol that indicates a positive or a nonnegative square root
an equation stagnating that two ratios are equivalent
a comparison of two quantities by division
a four sided polygon
to express fractions as percent and to solve percent problems
can be measured by the number of cubic units needed to fill a space
is a product of the numerator of one fraction and the denominator of another fraction
money a salesperson earns based on sales
a ratio that compares a number to 100
the measure of the surface enclosed by a geometric figure
the relationship between the number of touchdowns and the number of points can be expressed by
money earned on a bank account or money paid toward a bank loan

Down

are equations that describe a relationship among certain quantities
the four divided number lines on a graph
the number of times a base is used as a factor
is an equation of a form
one of two equal factors of a number
numbers that are expressed using Exponents are called
opposite sides equal in length ; opposite sides parallel
the two number lines intersect at the point where each line is zero
to divide powers that have the same base, subtract their exponents. The base will remain the same
to multiply powers that have the same base, add their exponents. The base will remain the same
ordered pairs are graphed on
exponent that are used to express a number less then one
to raise a power to a power multiply the exponents
polygons with three sides and three angles
a ration of two quantities with different units
starting amount of money

Are you smarter then a eighth grader 2013-05-09

Are you smarter then a eighth grader crossword puzzle

Across

acts as a grouping symbol in the order of operation
the measure of the surface enclosed by a geometric figure
is a product of the numerator of one fraction and the denominator of another fraction
a ration of two quantities with different units
are equations that describe a relationship among certain quantities
money a salesperson earns based on sales
a four sided polygon
to express fractions as percent and to solve percent problems
starting amount of money
one of two equal factors of a number
the two number lines intersect at the point where each line is zero
is an equation of a form
a ratio that compares a number to 100
a graph that shows the relationship between two sets of data
polygons with three sides and three angles

Down

a symbol that indicates a positive or a nonnegative square root
a comparison of two quantities by division
opposite sides equal in length ; opposite sides parallel
to raise a power to a power multiply the exponents
the four divided number lines on a graph
closed figures formed by three or more lines segment called sides vertex
the relationship between the number of touchdowns and the number of points can be expressed by
ordered pairs are graphed on
to divide powers that have the same base, subtract their exponents. The base will remain the same
to multiply powers that have the same base, add their exponents. The base will remain the same
exponent that are used to express a number less then one
numbers that are expressed using Exponents are called
an equation stagnating that two ratios are equivalent
money earned on a bank account or money paid toward a bank loan
the number of times a base is used as a factor
can be measured by the number of cubic units needed to fill a space

31 Clues: a four sided polygon • starting amount of money • is an equation of a form • ordered pairs are graphed on • one of two equal factors of a number • a ratio that compares a number to 100 • the four divided number lines on a graph • money a salesperson earns based on sales • a comparison of two quantities by division • polygons with three sides and three angles • ...

math 2015-01-19

Across

the number that occurs the most
of symmetry the line the causes mirrored images of each other
the average of numbers added together and divided by the amount of numbers
Interest interest added to the principal of a deposit or loan so that the added interest also earns interest from then on
The values that divide a list of numbers into quarters.
open plane curve formed by the intersection of a cone with a plane parallel to its side
Decay the total value decreases but the proportion that leaves remains constant over time
Law trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse.
Value the value in the present of a sum of money, in contrast to some future value it will have when it has been invested at compound interest
value the value of an asset at a specific date
the way a thing turns out; a consequence
life the time taken for the radioactivity of a specified isotope to fall to half its original value

Down

the middle of a set of numbers
Interest A quick method of calculating the interest charge on a loan
time the period of time required for a quantity to double in size or value
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
the area of variation between upper and lower limits on a particular scale
the longest side of a right triangle, opposite the right angle
denoting an original sum invested or lent
a tendency to believe that some people, ideas, etc., are better than others that usually results in treating some people unfairly
Where a function equals the value zero
point that describes the corners or intersections of geometric shapes
a test of the quality, value, or usefulness of something

23 Clues: the middle of a set of numbers • the number that occurs the most • Where a function equals the value zero • the way a thing turns out; a consequence • denoting an original sum invested or lent • value the value of an asset at a specific date • The values that divide a list of numbers into quarters. • a test of the quality, value, or usefulness of something • ...

Trigonometry Vocabulary 2022-12-14

Trigonometry Vocabulary crossword puzzle

Across

Angles of equal measure that are opposite one another and share the same vertex
The longest side of a right triangle; the opposite side of a right angle
The common endpoint between two rays
1'
Angles that are on the outside of the transversal and coplanar lines
Rotation in a clockwise direction
An angle measuring greater than 90° but less than 180°
The straight path connecting two points and extending beyond it
An angle measuring greater than 0° but less than 90°
The other two sides of a right triangle
If its initial side is along the positive x-axis and its vertex is at the origin
The acute angle with positive measures formed by the terminal side of θ and the x-axis
The ray after its rotated on an angle
Rotation in a counterclockwise direction
When the sum of the measures of two positive angles are 180°
An angle measuring at 180°
The ray in the original position on an angle
a^2 + b^2 = c^2

Down

Angles that are on the inside of the transversal and coplanar lines
Angles in standard position with terminal sides along the x or y-axis
When the sum of the measures of two positive angles are 90°
An angle that has its vertex at the center of a circle
The study of right triangles
52.7°
An angle measuring at 90°
A triangle where one of the angles have 90°
A statement that is true for all values of the variable
Two angles in standard position with the same terminal side
A line that intersects two other coplanar lines
Standard unit of measure for angles
1"
The portion of a line between two points
Formed when a ray is rotated around its endpoint
The portion of a line that starts at a point and extends to infinity beyond the second point

34 Clues: 1' • 1" • 52.7° • a^2 + b^2 = c^2 • An angle measuring at 90° • An angle measuring at 180° • The study of right triangles • Rotation in a clockwise direction • Standard unit of measure for angles • The common endpoint between two rays • The ray after its rotated on an angle • The other two sides of a right triangle • Rotation in a counterclockwise direction • ...

mohamed.youmi 2021-01-10

Across

having a lower than usual temperature
what a hero possesses
people in general, living together in communities
at a fairly high temperature in a way that is pleasant, rather than being hot or cold
used before adjectives or adverbs to emphasize how pleasant something is
of liberty a statue at the entrance of New York harbour, which represents a female figure carrying a book of laws in one hand and a torch in the other and is a symbol of welcome to people coming to live in the US
to start doing something; to do the first part of something
a word that describes a person or thing, for example big, red and clever in a big house
having a lot of physical power so that you can lift heavy weights, do hard physical work, etc.
to have your home in a particular place
unhappy or showing unhappiness
like enjoy
linking verb used when you are naming people or things, describing them or giving more information about them

Down

that has a low temperature.
age one of the long periods of time, thousands of years ago, when much of the earth’s surface was covered in ice
a large notice, often with a picture on it, that is put in a public place to advertise something
The waling dead series
used to refer to actions that you do not mention by name or do not know about
water that has frozen and become solid
a person who is owned by another person and is forced to work for them
having strong feelings about something that you dislike very much or about an unfair situation
to own, hold or possess something
to see or notice somebody
the destruction of the world
historical/romantic/crime
Squares, circles and triangles are types of..

26 Clues: like enjoy • what a hero possesses • The waling dead series • to see or notice somebody • historical/romantic/crime • that has a low temperature. • the destruction of the world • unhappy or showing unhappiness • to own, hold or possess something • having a lower than usual temperature • water that has frozen and become solid • to have your home in a particular place • ...

Physics Digital Review 2020-12-17

Across

How close your answers are to the actual value
motion of an object thrown or projected into the air
Branch of mathematics that studies relationships between side lengths and angles of triangles
Is a diagram that shows the force, direction, and vectors of an object
Set of rules that explains what to do in the science lab
Goes through one dimensional plane
Have a size or magnitude only along with a direction
The amount; the quantity of something
How close your answers are together
Goes through at least two dimensional planes
The rate of change in velocity
process of experimentation that is used to explore observations and answer
Quantities, Have a size or magnitude only and no direction
Based on observations and proven true
a2 + b2 = c2; used to find the missing side of a triangle

Down

Analysis that uses physical quantities
The rate something moves with direction
Number written in positional notation are digits that carry meaningful contributions to measurements
The rate something moves
A method of expressing numbers in terms of a decimal number between 1 and 10 raised to the 10th
Change in position of an object
cm
The variable that stays the same
explains the object; tells of the quality
How far you've traveled or how far two things are apart
The variable that is changed by the experimenter
The normal way of writing numbers
Is the branch of physics that describes the motion of points, bodies, and systems of bodies
The variable that changes in response to the independent
The why; Explains why something happens
Units, Universal Measurement
The total amount of forces acting on an object
The what; says what happens based on observations
What is the strength or energy as an attribute of physical action or movement.
The contact force that goes against the movement of an object.
kg

36 Clues: cm • kg • The rate something moves • Units, Universal Measurement • The rate of change in velocity • Change in position of an object • The variable that stays the same • The normal way of writing numbers • Goes through one dimensional plane • How close your answers are together • The amount; the quantity of something • Based on observations and proven true • ...

Solid State Chemistry 2021-02-23

Across

One common example of network solids
It exists as a pure element at room temperature in three different forms: graphite (the most stable form), diamond, and fullerene
The most important of network covalent solids,which consists of extended arrays of covalently bonded silicon and oxygen atoms
Which element has a non-polar (covalent) bond?
What substance is a hydrogen-bonded?
What type of cubic unit cell has one atom per unit cell?
What solids include diamond, quartz, many metalloids, and oxides of transition metals and metalloids?
What type of crystal usually consists of molecules at the lattice points of the crystal?
What type of cubic unit cell has a packing efficiency of 74%?
What type of solid often adopt cubic closest packed crystal structures?
an ordered array of points describing the arrangement of particles that form a crystal
What type of cubic unit cell has the coordination number 8?

Down

in what type of solids the arrangement of particles is not in an orderly fashion
What hole is formed by a planer triangle of touching spheres capped by a simple sphere lying in the dip between them?
How many categories of solids are there?
In what type of solid particles are arranged in an orderly fashion?
What type of crystal structure consists of alternating positively-charged cations and negatively-charged anions?
What solids are hard and brittle, with extremely high melting and boiling points, but their conductivity and hardness vary?
What type of crystal consist of metal cations surrounded by a "sea" of mobile valence electrons?
What hole lies between two triangles of spheres on adjoining layers?
at what temperature most elements are solid?
The only element that crystallizes in a simple cubic unit cell
Which type of substance particles are close together and organized?
How many types of cubic unit cells are there?
What type of network crystal consists of atoms at the lattice points of the crystal, with each atom being covalently bonded to its nearest neighbor atoms?

25 Clues: One common example of network solids • What substance is a hydrogen-bonded? • How many categories of solids are there? • at what temperature most elements are solid? • How many types of cubic unit cells are there? • Which element has a non-polar (covalent) bond? • What type of cubic unit cell has one atom per unit cell? • ...

Similarity, Congruence, and proofs vocabulary 2021-10-07

Similarity, Congruence, and proofs vocabulary crossword puzzle

Across

a pair of opposite angles formed by intersecting lines
lines that intersect to form 4 right angles
a line, linesegment, or ray that divides a line segment into 2 congruent line segments
A line with two end points
Two angles whose sum is 180 degrees
A polygon with 3 sides Bisector A ray that Divides an angle into two congruent angles
a quadrilateral with two pairs of parallel sides
one angle is a right angle
all 3 sides are the same length
a pair of adjacent angles whose non common sides are opposite rays
An angle that's less than 90 degrees
angle that is more than 90 degrees but less than 180 degrees
90 degrees
a line intersects two or more lines at distinct points

Down

triangle with 3 acute angles
a line that intersects 2 or more lines
one obtuse angle 2 acute angles
complementary if their measures add to 90 degrees
2 angles that have a common side and vertex
the point of concurrency of the medians of a triangle
connects the midpoints of 2 sides of a triangle
angles that occupy the same position at each intersection where a straight line crosses 2 others
Only has two sides of equal length
relative lengths of the 2 segments that a triangles side is divided into by a line that opponent agle
A triangle with no congruent sides
angles formed on the opposite sides of the transversal
almost the same
2 rays that meet at a common endpoint called a vertex
a triangle with 3 congruent angles
Lines that are in the same plane but never intersect
the middle score in a distribution, half the scores area above it and half below
the middle of 2 points

32 Clues: 90 degrees • almost the same • the middle of 2 points • A line with two end points • one angle is a right angle • triangle with 3 acute angles • one obtuse angle 2 acute angles • all 3 sides are the same length • Only has two sides of equal length • A triangle with no congruent sides • a triangle with 3 congruent angles • Two angles whose sum is 180 degrees • ...

Final Exam Project 2022-05-19

Across

the side of a right-angled triangle that is opposite the right angle
statistical term for describing models that estimate the relationships among variables
letters and other general symbols are used to represent numbers and quantities
numerical measurement that describes a value's relationship to the mean of a group of values.
quantity that has both magnitude and direction but not position
rectangular table or array of numbers arranged in rows or columns
element of a number system that contains the real numbers and a specific element denoted ¨i¨ called the imaginary unit
is the exponent or power to which a base must be raised to yield a given number
series of data points called markers connected by straight line segments.
number or algebraic expression that divides another number or expression evenly
opposite/adjacent
diagram consisting of rectangles whose area is proportional to the frequency of a variable.
type of problem that deals with a variable multiplied by itself
statistical chart consisting of data points plotted typically uses filled-in circles.

Down

function that has either one or more variables without using exponents
defined by multiple sub-functions, each sub-function applying to a certain interval of the main functions domain.
method for graphically demonstrating the locality, spread, and skewness groups of numerical data through their quartiles.
one or more numbers or quantities raised to an exponent
opposite/hypotenuse
relationships between side lengths and angles of triangles.
deals with the finding and properties of deriatives and integrals of functions
real number multiplied by the imaginary unit I
quantity calculated to indicate the extent of deviation for a group as a whole
set of real numbers that contains all real numbers lying between any two numbers of the set
adjacent/hypotenuse

25 Clues: opposite/adjacent • opposite/hypotenuse • adjacent/hypotenuse • real number multiplied by the imaginary unit I • one or more numbers or quantities raised to an exponent • relationships between side lengths and angles of triangles. • quantity that has both magnitude and direction but not position • type of problem that deals with a variable multiplied by itself • ...

DG Final Review 2022-05-31

Across

the study of the relationships between the sides and angles of triangles
3 positive whole numbers that make a right triangle
a region between 2 radii and an arc of a circle
the region between 2 concentric circles
the same distance from 2 endpoints of a segment
a quadrilateral inscribed in a circle. the sides are chords and the angles are inscribed in the circle
an angle constructed by extending one side of a triangle
when a figure coincides under its reflection
a line intersecting 2 or more lines on the same plane
a solid formed by polygons that enclose a single region of space
a line segment with 1 endpoint outside of a circle and 1 endpoint that meets the circle; perpendicular to the radius
parallel lines on different planes
the longest side of a triangle; it's always across from the right angle

Down

a quadrilateral with exactly 1 pair of parallel sides
a bisector that is perpendicular to the segment and creates a line of symmetry
some fraction of the circumference of its circle; # of degrees out of 360 times circumference
2 angles that have a sum of 180 degrees
a circle inside a polygon that touches each polygon side
a minor arc formed by the measure of the central angle
the region between a chord and an arc of a circle
the faces of a prism that aren't bases
half of a sphere
an angle with its vertex on the circle and the sides are chords of the circle
a triangle with 3 different side lengths
a polyhedron with 2 faces (bases) that are congruent, parallel polygons
points on the same line
the point where all of the lines intersect
an altitude from the center of a polygon to the side of the polygon
the point of concurrency for the 3 angle bisectors of a triangle

29 Clues: half of a sphere • points on the same line • parallel lines on different planes • the faces of a prism that aren't bases • 2 angles that have a sum of 180 degrees • the region between 2 concentric circles • a triangle with 3 different side lengths • the point where all of the lines intersect • when a figure coincides under its reflection • ...

Math Final Vocab Review 2022-05-31

Math Final Vocab Review crossword puzzle

Across

A circle inside a polygon that touches each side of the surrounding polygon
A^2+B^2=C^2
When a ray splits an angle through the vertex and creates two congruent new angles
The point of concurrency for the perpendicular bisector of a triangle
The point of concurrency for the angle bisector of a triangle
the space between a chord and an arch
A line segment inside of a polygon connecting two vertices
A circle around a polygon when every vertex of the polygon touches a point on the circle
the space between the two concentric circles
a line that passes through the circle at two points
A perpendicular segment made from connecting the center of a circumscribed circle to the side of the polygon

Down

The space between the radii and arch of a circle
Two angles that when combined equal 180 degrees
the ratio of the length of a side of one figure to the length of the corresponding side to the other figure
the point of concurrency for the altitudes of a triangle
A point the same distance from two endpoints of a line segment
The side opposite the right angle
Line segments that connect the edge of a circle at two points and always passes through the midpoint
A line that touches one point on the outside of the circle
A line segment that doesn't curve and has to touch the edge of the circle at two points
A set of points on a plane set the same distance from a set point
A line intersecting two or more parallel lines on the same plane
When a set of lines has a point in common
Corresponding parts of congruent triangles are congruent
The circle enclosing the hemisphere
A type of polyhedron with two faces called bases that are congruent parallel polygons

26 Clues: A^2+B^2=C^2 • The side opposite the right angle • The circle enclosing the hemisphere • the space between a chord and an arch • When a set of lines has a point in common • the space between the two concentric circles • Two angles that when combined equal 180 degrees • The space between the radii and arch of a circle • a line that passes through the circle at two points • ...

Unit 1 Vocabulary 2022-11-04

Across

the point where two rays, lines, or line segments meet to form an angle
an expression with a base and an exponent
a flat surface of a solid shape
the result of multiplication
the amount of space inside a closed two-dimensional figure. It is measured in square units
in a power, the number that shows how many times the base is used as a factor
a side of a parallelogram from which the height is measured
meeting to form right angles
a rectangular prism in which each face of the prism is a square
a letter that stands for an unknown number
the least multiple shared by two or more numbers
to break into parts
length in one direction. a figure may have one, two, or three of these
the greatest factor two or more numbers have in common
a number that is multiplied
the perpendicular distance from a base to the opposite side
the result of subtraction

Down

the sum of the areas of all the faces of a three-dimensional figure (2 words)
a three-dimensional figure whose base is a polygon and whose other faces are triangles
a quadrilateral with opposite sides parallel and equal in length
a quadrilateral with at least 1 pair of parallel sides
a three dimensional figure with two parallel bases that are the same size and shape. The other faces are parallelograms.
a number, variable, or a product of numbers, variables, and/or expressions
a flat, "unfolded" representation of a three-dimensional shape
in a power, the number that is used as a repeated factor
a line segment where two faces meet in a three-dimensional figure
a number that is multiplied by a variable
the result of addition
to make by combining parts
the result of division
a two-dimensional closed figure with three or more straight line segments that meet only at their endpoint

31 Clues: to break into parts • the result of addition • the result of division • the result of subtraction • to make by combining parts • a number that is multiplied • the result of multiplication • meeting to form right angles • a flat surface of a solid shape • an expression with a base and an exponent • a number that is multiplied by a variable • ...

Geometry Unit 4 Vocab 2022-10-10

Across

___________ ___________ of an isosceles triangle - The equal angles formed by the base and the congruent sides of an isosceles triangle.
___________ ___________ of a polygon - Any angle that lies inside a polygon
___________ of a triangle - A segment in which one endpoint is the vertex of a triangle and the other endpoint is the midpoint of the side opposite that vertex.
_____________ - Having the same measure
___________ ____________ - A circle drawn inside a figure and is tangent to all sides
________________ ______________ - A line or segment that intersects a line segment at its midpoint, cutting it into two congruent parts
______________ _______________ - Triangles whose corresponding sides and angles have the measures
___________ - The point of intersection of the three medians of a triangle.
__________ of a triangle - A segment with endpoints that are the midpoints of two sides of a triangle.
_____________ - A conclusion reached that is based on inductive reasoning (observing patterns).
____________ ____________ - A segment that is perpendicular to another segment and passes through that segment's midpoint.

Down

________________ line - Lines which meet to form right angles and whose slopes have a product of -1.
_____________ - The point of concurrency of the angle bisectors of a triangle.
__________ __________ - A segment that separates an angle of a triangle into two congruent angles.
______________ ________________ - Transformations that do not change the shape or size of a figure, only the location
__________ ____ _____________ - The point where three or more lines or segments meet.
__________ _________ of a triangle - An angle that forms a linear pair with an angle of the triangle.
______________ - The point of concurrency of the perpendicular bisectors of a triangle.
_____________ sides and angles - Parts of congruent or similar figures that match.
___________ of a triangle - A perpendicular segment in which one endpoint is a vertex of the triangle and the other is a point on the side opposite the vertex.
__________ of a triangle - The point of concurrency of the altitudes of a triangle.

21 Clues: _____________ - Having the same measure • ___________ ___________ of a polygon - Any angle that lies inside a polygon • ___________ - The point of intersection of the three medians of a triangle. • _____________ - The point of concurrency of the angle bisectors of a triangle. • _____________ sides and angles - Parts of congruent or similar figures that match. • ...

PT3 Math Crossword 2019-10-01

Across

Another word for total
Find the Lowest Common Multiple (LCM) of 16 and 40
Refer to table that shows the number of ferry passengers at Pulau Pangkor jetty in March. Calculate the median
It is given that m:n=2:7 and n-m=45
Based on the diagram ,if the volume is 20 cm2, find the height of the pyramid, in cm.
Answer to a multiplication problem
Refer diagram where it shows an object P with its image P’. the diagram applied a transformation of?
Find the sum of the largest and the smallest integer of: 3,6,-2,0,-10
Given (x+8)/2=9, find the value of x.
Badrul drives his car from town M to town N at a distance of 120km in 2 hours. Ahmad takes 30 minutes less than Badrul for the same journey. Calculate the average speed, in km/h, of Ahmad’s car.
Find the highest Common Factor (HCF) of 24,36 and 72

Down

A bag contains 40 blue cards, 24 yellow cards and 16 red cards. If a card is selected at random from the bag, find the probability that a red card is chosen.
The act of taking away one number from another
Comparison of two numbers
A box contains 6 apples, 4 mangoes and a number of oranges. A mango is chosen at random from the box. The probability of getting a mango is 2/9. Find the number of oranges in the box.
Coordinates of P is (-4,-2) and coordinates of Q is (2,-2). Coordinates of midpoint of staright line PQ is (x,y). find value of x.
A polygon with 7 sides is known as?
A student has rounded off 732 648 to the nearest ……… as she gets 733 000
Refer to diagram , PQR and TUS are right angled triangles. Calculate the perimeter in cm of the shaded region.
How many multiples of 24 that are less than 100

20 Clues: Another word for total • Comparison of two numbers • Answer to a multiplication problem • A polygon with 7 sides is known as? • It is given that m:n=2:7 and n-m=45 • Given (x+8)/2=9, find the value of x. • The act of taking away one number from another • How many multiples of 24 that are less than 100 • Find the Lowest Common Multiple (LCM) of 16 and 40 • ...

Vocabulary Project 2023-07-10

Across

A number that has a real and imaginary part
The behavior of a sine function
What happens when you multiply the x value by a number
Used to find angles and sides in non right triangles (SOH)
One unit of the repeating pattern in a periodic function
The value that you get (y value)
When the numerator of the horizontal asmptote is greater than the denominator by one
The original funtion without transformations
When you directly input a value into a function
When there are no stops in a line
Does not exist
A function that is made up of multiple seperate functions
Addition, subtraction, multiplication, and division between functions
to guess above what actually is
The horizontal line that an equation never touches
The type of math about angles and ratios of lengths

Down

The inverse of log
Perimeter of a part of a piecewize function
The vertical line that an equation never touches
A circle with the radius of one
A triangle that does not have a right angle
parts of a product
A function that follow a specific pattern in the y values according to a cycle and period
S=a+b+c/2
The value of the bend that happens between the sides
The reverse of a function
An outer segment of a shapes perimeter
The behaviour of the graph of the function at the ends of an X axis
Operations that are applied to a parent function to change the width,height,size, and place
The greek letter for sum
A function with no stops or holes that continues going on
Used to find angles and sides in non-right triagles (CAH)
The point where there are no values
The projected value on a graph

34 Clues: S=a+b+c/2 • Does not exist • The inverse of log • parts of a product • The greek letter for sum • The reverse of a function • The projected value on a graph • The behavior of a sine function • A circle with the radius of one • to guess above what actually is • The value that you get (y value) • When there are no stops in a line • The point where there are no values • ...

Math vocab 2023-12-11

Across

/ Part of a whole where the numerator is divided by the denominator
/ a diagram that represents numbers as points on a plane.
/ a line that shows all numbers placed in their correct positions.
/ an exact location in a plane or in space that has no size or dimension, only position.
/ equation of a line y = mx + b
/ the vertical value in an ordered pair (x,y) that shows the distance of the point along the y-axis.the vertical value in an ordered pair (x,y) that shows the distance of the point along the y-axis.
/ two numbers written in a certain order surrounded by parentheses, usually (1st number, 2nd number). For example, the position of a point on the coordinate plane is written (x, y). X is the horizontal value, and y is the vertical value.
/ Change in Y over the change in X or Rise over Run
/ Ratio with a denominator of 1
/ Ratio that represents a relationship between a model and the actual figure
/ Measure of a line’s movement away from the x-axis

Down

/ Ratio between two variables with equivalent ratios
/ an exact location in a plane or in space that has no size or dimension, only position.
/ all three sides and angles are equal
/ Triangles that have the same shape but different sizes.
/ A grid formed by 2 lines, the y-axis and the x-axis, that cross the orgin
/ the vertical axis of a coordinate system, along which the y-coordinates are measured.
/ an exact location in a plane or in space that has no size or dimension, only position.an exact location in a plane or in space that has no size or dimension, only position.
/ Comparison between two quantities with the same unit
/ the point (0,0) on the coordinate plane, where the x and y-axes cross.

20 Clues: / equation of a line y = mx + b • / all three sides and angles are equal • / Ratio between two variables with equivalent ratios • / Ratio with a denominator of 1 • / Triangles that have the same shape but different sizes. • / Change in Y over the change in X or Rise over Run • ...

Mathsoc Crossword 2023-09-05

Across

A sequence of numbers in which each term is the sum of the two preceding terms, starting with 0 and 1 (e.g., 0, 1, 1, 2, 3, 5, ...)
A theorem that states that in a right-angled triangle, the square of the length of the hypotenuse is equal to the sum of the squares of the other two sides.
Circles that lie in the same plane and have the same center C.
The limit of 1/x as x approaches infinity.
A type of real or complex number that is not the root of any non-zero polynomial equation with integer coefficients
Code used by germans in WW2.
An operation based on repeated or iterated multiplication
This Indian mathematician and astronomer is known for the development of the decimal system and the concept of zero.
The branch of mathematics that deals with the relationships between the sides and angles of triangles.

Down

A probability distribution that describes the number of successes in a fixed number of independent trials
A method for finding the area under a curve by dividing it into small rectangles.
A number that can only be divided by 1 and itself.
The name of the point inside an equilateral triangle where all medians intersect.
What is the square root of negative one called?
e^pi*i minus this=0
The mathematical concept of determining the slope of a curve at a given point.
This Greek letter is commonly used as a symbol to represent angles and is often associated with trigonometry.
A concept in set theory that represents the size or "count" of a set, including infinite sets.
An iterative shape that replicates itself as you zoom in on it. The most famous example would be Sierpinski's Triangle
The -------- of a set is its least upper bound
---- curve is a perfectly symmetrical curve that is often used to describe the normal distribution in statistics

21 Clues: e^pi*i minus this=0 • Code used by germans in WW2. • The limit of 1/x as x approaches infinity. • The -------- of a set is its least upper bound • What is the square root of negative one called? • A number that can only be divided by 1 and itself. • An operation based on repeated or iterated multiplication • ...

Elements & Principles of Design 2022-09-07

Elements & Principles of Design crossword puzzle

Across

type of line that moves from left to right; creates illusion of width
two-dimensional
The way a surface feels or appears to feel
creates a focal point in a room; the first thing you see
Circles (2D) and spheres (3D)
type of balance known as informal; different objects but equal weight on both sides
type of balance known as formal; objects are the same on both sides
empty space
line that go from one corner to another
Square and rectangle (2D) and cube (3D)
__________ texture; How a surface feels to the touch
filled space
type of balance arranged around a central point
the connection of two points, used to create width and height
Triangles (2D) and pyramids (3D)
implies equilibrium among parts of a design

Down

__________ texture; Texture you can see
the lightness or darkness of a color
type of line that moves up and down; emphasizes height
three-dimensional
using two elements in contrast to one another
refers to the size of an object
created when lines come out or in from a central point
is achieved by utilizing the same textures, colors, or other elements of design
type of rhythm created when an element of design is used over and over
is the relationship between parts of an object or different objects
Area around a form or inside a form
created when curved lines carry the eye from one object to another
is created by using different textures, colors, or other elements of design
created by the increasing or decreasing of similelementsets
leads the eye from one area of a design to another
a term for color
unity + variety
the brightness or dullness of a color

34 Clues: empty space • filled space • two-dimensional • unity + variety • a term for color • three-dimensional • Circles (2D) and spheres (3D) • refers to the size of an object • Triangles (2D) and pyramids (3D) • Area around a form or inside a form • the lightness or darkness of a color • the brightness or dullness of a color • __________ texture; Texture you can see • ...

High School 2024-05-21

Across

Bag used to carry books and supplies
Creative course involving various mediums
A storage compartment for students' belongings
A facility for physical education classes and sports
A formal dance typically held for high school students
Student with the highest academic achievement in a graduating class
Lack of motivation among seniors nearing graduation
A publication featuring photos and memories from the school year
Event where students present scientific projects
A popular sport played in many high schools
Branch of mathematics dealing with shapes and their properties
Standardized test used for college admissions
Activity outside of regular curriculum
Vocal ensemble performing choral music
The study of living organisms
The head administrator of a school
Ceremony marking the completion of high school
Musical ensemble often found in high schools
A punishment for breaking school rules
Vehicle used to transport students to and from school
Document showing a student's grades for a term
A place for students to borrow books and study

Down

Substance with a distinct molecular composition
Branch of mathematics dealing with triangles and angles
Educational outing outside of the classroom
The study of matter and its properties
Someone who provides academic assistance outside of class
Where students eat lunch at school
Theatrical productions performed by students
Classroom where students start their day and take attendance
Event to boost school spirit before a sports game
Courses for college credit
A branch of mathematics often dreaded by students
Study sessions to prepare for the college entrance exam
Tradition of welcoming back alumni to the school
Measuring tool used in math and drafting
Group of students who argue opposing viewpoints
Study of past events and their significance
Assignments given to students to complete outside of class

39 Clues: Courses for college credit • The study of living organisms • Where students eat lunch at school • The head administrator of a school • Bag used to carry books and supplies • The study of matter and its properties • Activity outside of regular curriculum • Vocal ensemble performing choral music • A punishment for breaking school rules • ...

Y11 S1 2024-12-18

Across

Cells’ surfaces drift like a flexible art display.
A viral case carefully locks its precious cargo.
Enzyme spots for inhibitors to block, off the main path.
Twists and turns create the ultimate DNA ladder.
It’s all about ions—move in, move out, repeat!
It reverses the message back into double form.
Weak connections hold strong relationships here.
An enzyme grabs carbon to kick off photosynthesis.
Three carbons step forward with a sweet promise.
It sets the stage with a tiny RNA start.
Backward writers transcribe RNA into history.
Cutting and joining RNA—only the best bits remain.
Living within leads to a beneficial merger.
Movement of ions powers the production of life’s energy.
Scissors with precision that rewrite genetic stories.
This virus prefers its home to be *just right*.

Down

A fat that splits between loving and hating water.
Sulfur links form bonds to strengthen the chain.
Multiple links create chains of sweet energy.
A quick energy transfer straight from the substrate.
Single bases stand tall like ancient triangles.
Two rings make these bases royally pure.
A sneaky block that doesn’t compete for a spot.
The RNA map that leads scissors to their mark.
Shift the code, and chaos ensues.
Heat breaks the protein’s perfect structure.
A 3-carbon middle player in Calvin’s plan.
Three’s company for these fatty energy reserves.
A snug fit comes as the enzyme molds itself.
DNA grows backward but still gets the job done.
DNA strands move oppositely but stay together.
Open channels where water flows without resistance.
Sun’s energy adds a phosphate boost to life.
Dormant but deadly—waiting for the right moment.
A sticky connection that sugars can’t escape.
Life begins with nothing but a spark.

36 Clues: Shift the code, and chaos ensues. • Life begins with nothing but a spark. • Two rings make these bases royally pure. • It sets the stage with a tiny RNA start. • A 3-carbon middle player in Calvin’s plan. • Living within leads to a beneficial merger. • Heat breaks the protein’s perfect structure. • A snug fit comes as the enzyme molds itself. • ...

Year 10 Maths Term 1 2025-04-11

Across

Lines that meet at a right angle.
Type of bearing measured from the north line in a full 360° circle.
A mathematical object used to count, measure, and label.
A straight one,dimensional figure with no thickness and infinite length.
Lines that never meet and are always the same distance apart.
The study of relationships between angles and sides in triangles.
The length between two points.
Type of interest calculated on the principal and previously earned interest.
A trigonometric ratio opposite over hypotenuse.
Money earned or paid for the use of money over time.
To buy something using money.
The longest side in a right,angled triangle.
A direction or path along a compass measured clockwise from north.
A measure of steepness, often rise over run.
The exact middle point of a line segment.
The side across from the angle in question in a right triangle.
A trigonometric ratio adjacent over hypotenuse.
Formed where two lines meet at a point.

Down

The angle below the horizontal line of sight.
The angle above the horizontal line of sight.
The side next to the angle in question in a right triangle (not the hypotenuse).
A comparison of two quantities by division.
A rate that stays the same regardless of other factors; often used in finance.
A pair of numbers used to locate a point on a grid.
Type of interest calculated only on the original amount invested or borrowed.
A proportion out of 100.
A tool used to draw circles or measure bearings.
A comparison between two quantities, often per unit of time.
A line segment that forms part of the boundary of a shape.
The act of giving money in exchange for goods, services, or to repay a loan.
The decrease in value of an asset over time.
A cardinal direction, often the reference point for bearings.

32 Clues: A proportion out of 100. • To buy something using money. • The length between two points. • Lines that meet at a right angle. • Formed where two lines meet at a point. • The exact middle point of a line segment. • A comparison of two quantities by division. • The decrease in value of an asset over time. • The longest side in a right,angled triangle. • ...

Year 7 Keyword Revision 2025-06-05

Year 7 Keyword Revision crossword puzzle

Across

Unsorted mixture of rocks, sand, and clay that is directly deposited by a melting glacier.
A type of weathering that occurs when water seeps into cracks in rocks, freezes and expands (by about 9%), over time widening the cracks. Repeated cycles of freezing and thawing eventually shatter the rock.
the unit we measure cloud cover in
Lines on a map that connect points of equal height above sea level in metres.
the unit that we measure air pressure in
A precise method of locating a point on a map using a grid system on an OS Map consisting of 6 figures.
The long-term average weather conditions in an area (typically average over 30 years).
When a mass of warmer air is pushing into mass of colder air.
the force that makes rain fall as droplets
the surname of the man who had a ball bearing factory in Chelmsford

Down

the air mass that hits the UK from the east and is typically cold and dry but can bring snow in winter
Precipitation that occurs when the sun heats the ground, causing moist air to rise, cool, condense, and form clouds, leading to rainfall.
A map projection that preserves true distances from the center of the projection
The major city that the A12 connects Chelmsford to
A weather event that does not fit the pattern of usual weather in that area and typically could cause damage to property or threaten lives.
A small lake formed in a corrie after the glacier melts.
The variations in height and slope of the Earth's surface.
When a mass of colder air is pushing into mass of warmer air.
the air mass that hits the UK from the south west and is usually warm and wet
the shape that represents a cold front on a synotpic chart
An instrument used to measure wind speed.
A process of erosion scrapes against a surface, wearing it away.

22 Clues: the unit we measure cloud cover in • the unit that we measure air pressure in • An instrument used to measure wind speed. • the force that makes rain fall as droplets • The major city that the A12 connects Chelmsford to • A small lake formed in a corrie after the glacier melts. • The variations in height and slope of the Earth's surface. • ...

Trig - Joy 2025-06-10

Across

A rule or relationship that assigns exactly one output value for each input value. Used often in Trig.
A trigonometric function that is the ratio of the length of the side adjacent to an angle to the length of the hypotenuse in a right triangle.
The side of a right triangle that is next to a given angle (not the hypotenuse).
An angle of this type is formed by a horizontal line and a line of sight above that line.
A trigonometric function that is the ratio of the length of the side opposite an angle to the length of the side adjacent to the angle in a right triangle.
The property of a function (like sine, cosine, and tangent) where its values repeat at regular intervals.
Trigonometric Functions that "undo" trigonometric functions, such as arccosine, arcsine, and arctangent.
The branch of mathematics that deals with the relationships between the sides and angles of triangles.
The side of a right triangle that is across from a given angle.
A trigonometric function that is the ratio of the length of the side opposite an angle to the length of the hypotenuse in a right triangle.

Down

A trigonometric function that is the reciprocal of the sine function.
An angle of this type formed by a horizontal line and a line of sight below that line.
The side of a right triangle opposite the right angle.
Another unit of angle measurement, where a full circle is 360 degrees.
The reciprocal of the tangent function
A figure formed by two rays or line segments that share a common endpoint.
The theorem stating that in a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
A type of triangle with one right angle (90 degrees).
A unit of angle measurement involving pi
A trigonometric function that is the reciprocal of the cosine function.

20 Clues: The reciprocal of the tangent function • A unit of angle measurement involving pi • A type of triangle with one right angle (90 degrees). • The side of a right triangle opposite the right angle. • The side of a right triangle that is across from a given angle. • A trigonometric function that is the reciprocal of the sine function. • ...

Math Cossword 2025-10-02

Across

This is used to see how much more money you have made.
The distance around a circle.
Numbers that exactly divide a given number.
Known as the father of geometry.
A 90-degree angle is also called a ___ angle.
This is represented as a percentage, and everyone loves shopping when this is there.
Letters like x, y, z and a, b, c are called ___ in math.
An angle greater than 90 degrees but less than 180 degrees.
These are also known as powers.
The space inside a shape, measured in square units.
To solve a ratio, one must ___.
This is used very frequently, it means out of a hundred.
A triangle with all three sides of equal length.
The distance from the center of a circle to its edge.
A combination of variables, numbers, and symbols that represents a mathematical relationship

Down

These numbers cannot be divided by any other number, also they share a name with the coolest robot ever.
The total amount left after subtracting one number from another.
A number that cannot be written as a simple fraction.
You need this along with mass to calculate density.
The answer to an addition problem.
Comparison of two quantities of the same kind by division.
Two lines that never meet, no matter how far they are extended.
squares These tools look like triangles but are named after a different shape.
The number that divides another number in a division problem.
Banks offer this to us when we keep our money with them.
The constant value a variable is multiplied by in an algebraic term.
The number above the line in a fraction.
He shouted "Eureka!" after discovering a principle of buoyancy.
A polygon with four sides.
The solution to a division problem.

30 Clues: A polygon with four sides. • The distance around a circle. • These are also known as powers. • To solve a ratio, one must ___. • Known as the father of geometry. • The answer to an addition problem. • The solution to a division problem. • The number above the line in a fraction. • Numbers that exactly divide a given number. • A 90-degree angle is also called a ___ angle. • ...

2D Motion 2023-10-24

Across

an object that is thrown or launched into the air with a particular initial velocity and follows a curved path under the action of gravity.
a symmetrical open plane curve formed by the intersection of a cone with a plane parallel to its side. The path of a projectile under the influence of gravity ideally follows a parabolic trajectory.
the rate at which an object changes its velocity. It is a vector quantity, meaning it has both magnitude and direction.

Down

a branch of mathematics that deals with the relationships between the sides and angles of triangles and the calculations based on them.
the size or extent of something, usually measured in terms of length, area, or volume.

5 Clues: the size or extent of something, usually measured in terms of length, area, or volume. • the rate at which an object changes its velocity. It is a vector quantity, meaning it has both magnitude and direction. • a branch of mathematics that deals with the relationships between the sides and angles of triangles and the calculations based on them. • ...

Mathematics Crossword Puzzle 2021-02-10

Mathematics Crossword Puzzle crossword puzzle

Across

a process or set of rules to be followed in calculations or other problem-solving operations, especially by a computer
the continuous line forming the boundary of a closed geometrical figure
the branch of mathematics dealing with the properties and manipulation of numbers.
the extent to which an event is likely to occur, measured by the ratio of the favourable cases to the whole number of cases possible
a rule in algebra or other branches of mathematics expressed by symbols or formulae
the value that occurs most frequently in a given set of data
Angle of __________ denotes the angle from the horizontal downward to an object
Father or Founder of Geometry

Down

an expression of more than two algebraic terms, especially the sum of several terms that contain different powers of the same variable(s)
a straight line or plane that touches a curve or curved surface at a point, but if extended does not cross it at that point
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
any of the more or less distinct parts into which something is or may be divided or from which it is made up
the amount of space that a substance or object occupies, or that is enclosed within a container.
denoting or relating to a value or quantity lying at the midpoint of a frequency distribution of observed values or quantities, such that there is an equal probability of falling above or below it

14 Clues: Father or Founder of Geometry • the value that occurs most frequently in a given set of data • the continuous line forming the boundary of a closed geometrical figure • Angle of __________ denotes the angle from the horizontal downward to an object • the branch of mathematics dealing with the properties and manipulation of numbers. • ...

Shapes 2023-06-12

Across

It's the shape of multiple triangles meeting. You can find it in Christmas tree decorations and decorations.
Closed curves with the same distance from the center to all points. You can find it in many things, such as wheels, coins, and the sun.
a shape that symbolizes love, in which two semicircles meet and a V-shape below. You can see it a lot on cards and gift wrapping paper.
a closed curve with more than three sides. Complex shapes belong to this. For example, you can see it in the shape of a petal or on a road signs.
shaped by slightly extending or spreading one side of the circle. You can find it in eggs and balls.

Down

all three sides are straight. It's a pretty shape that you can see at the vertex of a mountain or figure.
all four sides are right angles, shaped equal in width and height. This shape is often seen around books, windows, doors, etc.
A pair of parallel sides of a rectangle. This shape mainly has the shape of a bridge.

8 Clues: A pair of parallel sides of a rectangle. This shape mainly has the shape of a bridge. • shaped by slightly extending or spreading one side of the circle. You can find it in eggs and balls. • all three sides are straight. It's a pretty shape that you can see at the vertex of a mountain or figure. • ...

lalala 2012-08-23

Across

27. In the __________ system, measuring angles is based on the relation between the radius and the circumference of a circle.
30. _____ circle is a circle drawn on a rectangular coordinate plane with center at the origin and with a radius one unit long
18. A __________ or related angle for an angle is the positive acute angle made by the terminal side of an angle and the x-axis.
4. A relation in which every abscissa is associated to exactly one ordinate
24. Is a branch of mathematics which deals with the properties and application of particular ratios associated with angles known as circular functions
14. A shorter and simpler method of dividing a polynomial by binomial in the form x – r is called _______ Division
37. It is the arrangement of n objects in a definite order.
5. ________ function is a function whose graph is a straight line
40. The ___________ function is not defined for all real number and its graph is not like the graphs of the sine and cosine functions
26. In ___________ system, an angle is measured by the number of revolution or fractions of a revolution made by terminal side in relation to the initial side.
6. Is a numerical measure of the steepness of a line with respect to the x-axis
20. It is the exponent of the power of the base that is equal to the number.
25. Is the figure formed by the rotation of the ray around its point
11. Graph of a quadratic function
9. Two distinct line with equal slopes are ________
8. A line has a __________ slope if it falls from left to right
12. An important feature of a parabola is that it is symmetric about a vertical line called axis of ___________.
7. A line has s ____ slope if its parallel to the x-axis
32. The distance that one graph must be shifted to the left to coincide with another graph is called _______ shift
3. The set of all second members/coordinates of the ordered pairs
2. The set of all the first members/coordinates of the ordered pairs

Down

21. Logarithm of a _________ is the sum of the logarithms of the factors
32. The distance that one graph must be shifted to the left to coincide with another graph is called _______ shift
22. Logarithm of a _________ is the difference of the logarithms of the factors
10. A function defined by a polynomial expression of degree 2 is referred to as a ____________ function in x.
39. The product of consecutive number from one to n denoted by n! is commonly known as __________
36. A second property of triangles that is important in solving oblique triangles is called law of ___________
34. The sine and cosine functions are called?
38. It is a subset of r elements selected out of n distinct elements without regard to order.
19. ________________ function – is a function of the form y=ax where a is a fixed number, a > 0 and x is any real number
35. When 2 sides of a triangle and an angle opposite one of them are unknown, the law of sines can be used to solve the triangle. However, there may be more than one solution. This is known as the ________________ case
28. Angles which have the same initial sides and the same terminal side are called __________ angles
29. Angles in standard position having their terminal side along the x-axis or y-axis are called _______________ angles
23. Logarithm of a _________ of a number is the product of the exponent and the logarithm of the number.
15. If a polynomial f(x) is divided by x – c, the remainder is equal to f(c) , this is called _________________ theorem
17. If f(-x) = -f(x), the curve is symmetric through the origin; it is an _____ function
1. It is a set of ordered pairs
31. _________ functions are useful in many practical applications, especially in electrical engineering, physics, and economics.
16. It is called ______________ theorem if a polynomial f(x) has a factor x – c if and only if f(c) = 0
13. Turning point of a parabola

40 Clues: 1. It is a set of ordered pairs • 13. Turning point of a parabola • 11. Graph of a quadratic function • 34. The sine and cosine functions are called? • 9. Two distinct line with equal slopes are ________ • 7. A line has s ____ slope if its parallel to the x-axis • 37. It is the arrangement of n objects in a definite order. • ...

Precalculus 2018-06-10

Across

A closed shape that has three sides
A "U" shaped curve
Can coincide when folded
The sample number too extreme
Hypotenuse/Adjacent
Change
Left and right
A unit for angles other than degrees
A triangle with no right triangles
The verb of division
The number being multiplied
All the points that are of equal distance from a point
The line that the graph gets close to but never touches
Showing a variable in terms of another variable
Unlimited expanse
Adjacent/Opposite
Not real
n*(n-1)*(n-2)*...*1
A function whose domain is the set of positive integers
Some strange things about a thing that students must remember
The possibility of an event happening
The ordering of elements so that one element is first, one is second, third and so on
A line with direction
The set of all points in a plane which the absolute value of the difference from 2 points is constant
Rows and columns
A prediction based on the equation
A method of selecting subsets of a larger set in which order is not important
Perpendicular
Lines that form the Cartesian Plane
Summation notation
A line meets another
Opposite/Hypotenuse
y=1/x
The number that is left after integer division
Changing addition/subtraction into multiplication/division
Between 180 and 90 degrees
A circle, round
The intersection of a plane and a double-napped cone
The domain is all real numbers
A quadrilateral whose opposite sides are both parallel and equal in length
Smaller than zero
Absolute value
The distance from the x axis to the highest or lowest point of a trigonometry graph
Cancelling out unknown variables
To make the function longer
The projection of a vector
To make the function smaller
The group being surveyed
How much a line tilts
The sum of the terms in a sequence
Between 90 degrees and zero
In the form of (x,y)
f^(-1)
Each number in the matrix
Length of a vector
The collection of all points of equal distance to two distant points

Down

A rectangle which sides are of equal length
Times
Subtract
The repetition of a graph
The (m*n) of a matrix
Two lines will never meet
A parallelogram with four equal sides
Areas formed by x and y axes
Direction
How often something happens
The distance between the center and any point on the circle
The branch of mathematics dealing with the theory of numerical calculations
A constant number that serves as a measure of some property or characteristic
Up and down
g(f(x))
Where something is
Hypotenuse/Opposite
The top or bottom of a graph
Angles a & b have the same initial side and terminal side
To determine the set of feasible solutions
Log(x,y)
How data is spread
The difference between the samples and the average
A quadrilateral which all four angles are ninety degrees
Finding the maximum and/or minimum
Force times distance
Adjacent/Hypotenuse
The lines form a right angle
Measurement of triangles
A line sloped downward
A mathematical function that is the sum of a number of terms
The measure of how close the ellipse is to a circle
Add
The branch of mathematics that is concerned with the limits and with the differentiation and integration of functions
The process to create a symmetric function
How many times a number is multiplied to itself
The mathematics of points and lines and curves and surfaces
Connecting to angles that are not adjacent
a*d-b*c (in matrices)
Part of a circle
Limited expense
A graph of five number summary
Opposite/Adjacent
Larger than zero
The range of x values

101 Clues: Add • Times • y=1/x • Change • f^(-1) • g(f(x)) • Subtract • Log(x,y) • Not real • Direction • Up and down • Perpendicular • Left and right • Absolute value • A circle, round • Limited expense • Rows and columns • Part of a circle • Larger than zero • Unlimited expanse • Adjacent/Opposite • Smaller than zero • Opposite/Adjacent • A "U" shaped curve • Where something is • How data is spread • Summation notation • ...

MATHEMATICS 8 VOCABULARY 2023-09-10

MATHEMATICS 8 VOCABULARY crossword puzzle

Across

A group of points in a scatter plot that are near each other.
like terms: Using the distributive law to add any two multiples of an expression such as x. For example, you can simplify 4x+5x into 9x.
law of multiplication: For two numbers a and b, a(b)=b(a).
The distance around an entire figure, such as a circle or a sphere. For a sphere, this means the distance around a circle on the sphere whose center is at the center of the sphere.

Down

A constant that a variable or expression is multiplied by.
A solid figure formed by taking a flat circular disk and extending it up to a single point.
relative frequency: A joint frequency divided by the total of its row or column in a two-way frequency table.
The same shape and size. Two plane figures are congruent if one can be obtained from the other by a rigid motion (a sequence of translations, rotations, and reflections).
rule: A rule that allows you to tell that two figures are congruent by looking at some of their measurements, such as the Side-Angle-Side (SAS), Angle-Side-Angle (ASA), and Side-Side-Side (SSS) rules for triangles.
law of addition: For any two numbers a and b, a+b=b+a.

10 Clues: law of addition: For any two numbers a and b, a+b=b+a. • A constant that a variable or expression is multiplied by. • law of multiplication: For two numbers a and b, a(b)=b(a). • A group of points in a scatter plot that are near each other. • A solid figure formed by taking a flat circular disk and extending it up to a single point. • ...

Famous landmarks 2023-07-18

Across

Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks.
A hill in Athens, Greece, with ancient ruins including the Parthenon, which was a temple dedicated to the goddess Athena. Louvre A famous museum in Paris that houses many famous artworks, including the Mona Lisa.
Everest The highest mountain in the world, located in the Himalayas between Nepal and China.
Picchu An ancient Inca city in Peru, high in the mountains, known for its remarkable stone buildings and beautiful views.
An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place.

Down

Tower A tall iron tower in Paris, France, that is a famous symbol of the city and offers a great view from the top.
of Egypt Huge structures in Egypt made of stone, shaped like triangles, and built as tombs for ancient pharaohs.
Mahal A beautiful white marble building in India that was built as a monument of love by a king for his wife.
A mysterious circle of big stones in England that was built a long time ago and its purpose is still unknown.

9 Clues: Everest The highest mountain in the world, located in the Himalayas between Nepal and China. • Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks. • An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place. • ...

Test 2021-05-17

Across

/an algebraic expression of the sum or the difference of two terms.
/joined together especially in pairs
/a numerical or constant quantity placed before and multiplying the variable in an algebraic expression.
number /a number that can be expressed in the form a + bi, where a and b are real numbers
/a single mathematical expression. It may be a single number (positive or negative), a single variable a letter.
/Numbers that correspond to points on a graph in the form (x , y).
/An expression is a sentence with a minimum of two numbers and at least one math operation.
/Both capacity and volume are used to measure three-dimensional spaces.
/a statement that the values of two mathematical expressions are equal
/the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.

Down

/The y-axis is the vertical number line on a rectangular coordinate system.
/A sentence that states one expression is greater than or equal to, less than, less than or equal to another expression
/a constant is a number on its own, or sometimes a letter such as a, b or c to stand for a fixed number.
/The relationship between two sets (e.g., sets of numbers) in which each element of one set has one assigned element in the other set.
/The number of times the base occurs as a factor.
/A mathematical sentence
/a symbol (usually a letter) standing in for an unknown numerical value in an equation.
/The likelihood of an event happening.
/The incline of a line, defined by the ratio of the change in units on the vertical axis to the change in one unit on the horizontal axis.
/The x-axis is the horizontal number line on a rectangular coordinate system.

20 Clues: /A mathematical sentence • /joined together especially in pairs • /The likelihood of an event happening. • /The number of times the base occurs as a factor. • /Numbers that correspond to points on a graph in the form (x , y). • /an algebraic expression of the sum or the difference of two terms. • /a statement that the values of two mathematical expressions are equal • ...

Bridge Crossword Puzzle 2021-12-07

Bridge Crossword Puzzle crossword puzzle

Across

supported roadway on a bridge
a force applied or distributed over an area
a force that causes parts of a material to slide past one another in opposite directions
Bridge a curved structure that converts the downward force of its own weight, and any weight pressing down on top of it, into an outward force along its side and base
a rigid, usually horizontal, structural element
a bridge or channel for conveying water, usually over long distances
a change in shape from normal or desired
to bend under compression
the distance a bridge extends between two supports
Bridge a simple type of bridge, composed of horizontal beams with vertical posts
a stretching force that pulls on a material

Down

A structure built over an obstacle, such as a river or a road.
a push or pull; any action that tends to maintain or alter the position of a structure
characteristic of a structure that collapses or deforms under a realistic load
ability to resist collapse and deformation; stability (n.) characteristic of a structure that is able to carry a realistic load without collapsing or deforming significantly
a vertical, structural element, strong in compression
an action that twists a material
(n) a structural support; (v) to strengthen and stiffen a structure to resist loads
a rigid frame composed of short, straight pieces joined to form a series of triangles or other stable shapes
a pressing force that squeezes things, or a thing, together
weight distribution throughout a structure; loads caused by wind, earthquakes, and gravity, for example, affect how weight is distributed throughout a structure
a device connecting two or more adjacent parts of a structure; a roller joint allows adjacent parts to move controllably past one another; a rigid joint prevents adjacent parts from moving or rotating past one another
ability to resist deformation when subjected to a load

23 Clues: to bend under compression • supported roadway on a bridge • an action that twists a material • a change in shape from normal or desired • a force applied or distributed over an area • a stretching force that pulls on a material • a rigid, usually horizontal, structural element • the distance a bridge extends between two supports • ...

CROSSWORD PUZZLE 2019-09-21

Across

the unit of plane angle adopted under the Systeme International d'Unites
ratio of the length of the side opposite the given angle to the length of the hypotenuse of a right-angled triangle
having a common boundary or edge
the space between two lines or planes that intersect
The circle whose center is at the origin and whose radius is one.
a tiny slice of a circle
ratio of the adjacent side to the hypotenuse of a right-angled triangle
ratio of the adjacent to the opposite side of a right-angled triangle
The part of a function that dictates the exact correspondence between the elements of one set and the elements of another set
a function obtained by expressing the dependent variable of one function as the independent variable of another
The set of all possible inputs of a function

Down

The set of all possible outputs of a function.
the vertical stretch of a function.
lines representing undefined values for trigonometric functions.
a line that touches a curve at only one point
The positive acute angle formed between the terminal side of an angle and the x-axis.
ratio of the hypotenuse to the opposite side of a right-angled triangle
A function that repeats itself in regular intervals; it follows this equation: f (x + c) = f (x), where c is a constant
of or relating to or according to the principles of trigonometry
The repeating interval of a periodic function; the period of a function is a real number
a branch of mathematics that studies relationships between side lengths and angles of triangles.
an angle measured clockwise from due north to a vector.
a straight line that intersects a curve at two or more points
An operation that assigns a correspondence from elements of one set to elements of another set.

24 Clues: a tiny slice of a circle • having a common boundary or edge • the vertical stretch of a function. • The set of all possible inputs of a function • a line that touches a curve at only one point • The set of all possible outputs of a function. • the space between two lines or planes that intersect • an angle measured clockwise from due north to a vector. • ...

PT3 Math Crossword 2019-10-01

Across

Find the highest Common Factor (HCF) of 24,36 and 72
Refer to diagram , PQR and TUS are right angled triangles. Calculate the perimeter in cm of the shaded region.
Refer diagram where it shows an object P with its image P’. the diagram applied a transformation of?
Find the sum of the largest and the smallest integer of: 3,6,-2,0,-10
Comparison of two numbers
A polygon with 7 sides is known as?
Badrul drives his car from town M to town N at a distance of 120km in 2 hours. Ahmad takes 30 minutes more than Badrul for the same journey. Calculate the average speed, in km/h, of Ahmad’s car.
Find the Lowest Common Multiple (LCM) of 16 and 40
Answer to a multiplication problem
A student has rounded off 732 648 to the nearest ……… as she gets 733 000

Down

It is given that m:n=2:7 and n-m=45
Coordinates of P is (-4,-2) and coordinates of Q is (2,-2). Coordinates of midpoint of staright line PQ is (x,y). find value of x.
The act of taking away one number from another
How many multiples of 24 that are less than 100
A box contains 6 apples, 4 mangoes and a number of oranges. A mango is chosen at random from the box. The probability of getting a mango is 2/9. Find the number of oranges in the box.
Given (x+8)/2=9, find the value of x.
A bag contains 40 blue cards, 24 yellow cards and 16 red cards. If a card is selected at random from the bag, find the probability that a red card is chosen.
Based on the diagram ,if the volume is 20 cm2, find the height of the pyramid, in cm.
Refer to table that shows the number of ferry passengers at Pulau Pangkor jetty in March. Calculate the median
Another word for total

20 Clues: Another word for total • Comparison of two numbers • Answer to a multiplication problem • It is given that m:n=2:7 and n-m=45 • A polygon with 7 sides is known as? • Given (x+8)/2=9, find the value of x. • The act of taking away one number from another • How many multiples of 24 that are less than 100 • Find the Lowest Common Multiple (LCM) of 16 and 40 • ...

Pre-Cal Vocab 2013-02-18

Across

The range is the set of all real numbers the function ƒ(x) takes on for allowed values of x.
Horizontal shift for a periodic function.
Circle of radius one unit whose center is at the origin of a rectangular coordinate system.
If f(-x)=-f(x) for all x in its domain.
The arc of the circle through which the terminal sides moves.
The angle of less than 360 degrees that corresponds to an angle of over 360 degrees.
A function that undoes another function.
Value of x for which f(x)=0.
When the terminal side is the x-axis or y-axis.
An angle whose vertex lies at the center of the circle.
The length of the vector.
Solution of the equation f(x)=0.
A unit of angle, equal to an angle at the center of a circle whose arc is equal in length to the radius.
Region bounded by a central angle and the intercepted arc.
The number of degrees taken to complete one cycle.

Down

Triangles with no right angle.
The distance to which a sinusoid rises and falls above and below its axis.
If f(-x)=f(x) for all x in its domain.
Every y-value coresponse to no more than one x-value.
The domain is the set of all real numbers the independent variable x can take on.
Two angles in standard position that have the same terminal side.
Statement of equality between two expressions that is true for all values of the variable for which the expression is defined.
The side that the measurement of an angle ends at.
A line or curve that the graph of a relation approaches more and more closely the further the graph is followed.
A direct line segment.

25 Clues: A direct line segment. • The length of the vector. • Value of x for which f(x)=0. • Triangles with no right angle. • Solution of the equation f(x)=0. • If f(-x)=f(x) for all x in its domain. • If f(-x)=-f(x) for all x in its domain. • A function that undoes another function. • Horizontal shift for a periodic function. • When the terminal side is the x-axis or y-axis. • ...

ALGEBRA FINAL 2013-05-23

Across

. A polygon with six sides
An assertion that can be proved true using the rules of logic. A theorem is proven from axioms, postulates, or other theorems already known to be true
Straight up and down
A polyhedron with eight faces
The top part of a fraction
An equation, graph, or data that can be modeled by a degree 2 polynomial
A set of ordered pairs
Corresponding in size or amount to something else
Like a line. A description of any graph or data that can be modeled by a linear polynomial
A geometric figure in three dimensions excluding interior points, if any
A line segment between two points on the circle or sphere which passes through the center

Down

The study of geometric figures in two dimensions (plane geometry) and three dimensions (solid geometry). It includes the study of points, lines, triangles, quadrilaterals, other polygons, circles, sp
A polygon with seven sides
Two distinct coplanar lines that do not intersect
The product of a given integer and all smaller positive integers.
Half a circle. That is, a 180°
The result of dividing two numbers or expressions. For example, the 40 divided by 5 has a quotient of 8
A mathematical sentence built from expressions using one or more of the symbols <, >, ≤, or ≥.
A curve usually expressed in polar coordinates that resembles a figure eight.
The mathematics of working with variables
Another word for average. Mean almost always refers to arithmetic mean. In certain contexts, however, it could refer to the geometric mean, harmonic mean, or root mean square.
The distance around the outside of a plane figure. For a polygon, the perimeter is the sum of the lengths of the sides.
The part left over after long division
The matrix formed by taking the transpose of the cofactor matrix of a given original matrix

24 Clues: Straight up and down • A set of ordered pairs • . A polygon with six sides • A polygon with seven sides • The top part of a fraction • A polyhedron with eight faces • Half a circle. That is, a 180° • The part left over after long division • The mathematics of working with variables • Two distinct coplanar lines that do not intersect • ...

lets test yo mine ? pre algebra 2013-05-09

Across

can be measured by the number of cubic units needed to fill a space
a ratio that compares a number to 100
money a salesperson earns based on sales
numbers that are expressed using Exponents are called
a symbol that indicates a positive or a nonnegative square root
to divide powers that have the same base, subtract their exponents. The base will remain the same
closed figures formed by three or more lines segment called sides vertex
to express fractions as percent and to solve percent problems
is a product of the numerator of one fraction and the denominator of another fraction
a ration of two quantities with different units
the four divided number lines on a graph
polygons with three sides and three angles
a graph that shows the relationship between two sets of data
to raise a power to a power multiply the exponents
the number of times a base is used as a factor

Down

an equation stagnating that two ratios are equivalent
to multiply powers that have the same base, add their exponents. The base will remain the same
exponent that are used to express a number less then one
a four sided polygon
one of two equal factors of a number
is an equation of a form
ordered pairs are graphed on
opposite sides equal in length ; opposite sides parallel
the relationship between the number of touchdowns and the number of points can be expressed by
the two number lines intersect at the point where each line is zero
the measure of the surface enclosed by a geometric figure
starting amount of money
money earned on a bank account or money paid toward a bank loan
a comparison of two quantities by division

29 Clues: a four sided polygon • is an equation of a form • starting amount of money • ordered pairs are graphed on • one of two equal factors of a number • a ratio that compares a number to 100 • money a salesperson earns based on sales • the four divided number lines on a graph • a comparison of two quantities by division • polygons with three sides and three angles • ...

Math Terms 2013-09-16

Across

Shows you how many times the number is to be used in a multiplication.
Is used as a quick way of saying "square root".
A point or dot used to separate the whole number part from the fractional part of a number.
The result obtained by adding several quantities together and then dividing this total by the number of quantities.
A 3-dimensional object shaped like a ball.
A ruler with a sliding central strip, marked with logarithmic scales
A symbol representing an unknown quantity.
Are numbers you can multiply together to get another number.
When two or more fractions have the same denominator.
Mathematics.
Is the study of 'Rates of Change'.
To increase the amount, number, or degree of.
Is a flat surface with no thickness. It extends forever
A tool used to rule straight lines and measure distances.
A point where two or more straight lines meet
An exact location.

Down

A line that just touches a curve at one point, without cutting across it.
The part of mathematics in which letters and other general symbols.
A closed figure consisting of three line segments linked end-to-end.
A line bounding a plane figure.
An instrument used in measuring or drawing angles
Something used for making mathematical calculations.
The longest side of a triangle.
to draw out or lengthen, especially in time; extend the duration of; prolong.
Special name given to triangles that tell how many sides (or angles) are equal.
Is the highest (or lowest) value of a math function on an interval.
A coordinate system in which the coordinates of a point are its distances from a set of perpendicular lines that intersect at an origin.
The act of solving a problem.
A long thin mark made by a pen, pencil, etc.

29 Clues: Mathematics. • An exact location. • The act of solving a problem. • A line bounding a plane figure. • The longest side of a triangle. • Is the study of 'Rates of Change'. • A 3-dimensional object shaped like a ball. • A symbol representing an unknown quantity. • A long thin mark made by a pen, pencil, etc. • To increase the amount, number, or degree of. • ...

BOWLING 2015-03-13

Across

RETURN, The physical part of the equipment upon which the ball sits after being sent back to you after a delivery.
LINE, The line that separates the approach area from the beginning of the playing surface.
FIRST LAW OF MOTION, "An object in motion will remain in motion. An object at rest will remain at rest unless acted upon by an outside force.
HUNDRED (300) GAME, A perfect game.
FRAME, A frame having neither a spare or strike.
Resetting the pins to a new full rack due to a perceived miss-spotting of one or more pins.
PIN, The 5-pin. I
Three consecutive strikes.
To knock down the remaining pins standing left after the first throw with the second throw.
Semicircular grooves or drop-off area on each side of the bowling surface.
Crossing or touching the foul line at delivery.
OF BOUNDS, An area from which the ball can't get to the pocket with its usual break.
DECK, Area on which the pins are set.

Down

SPINNER, A machine that is used to spin a ball in a container so that the user can apply ball polish or sand the ball down more quickly.
THROUGH, What your arm does after the ball leaves your hand.
An adjustment in scores in order to equalize competition by adding pins on a predetermined basis.
Knocking down all 10 pins with the first effort.
PIN, The 1 pin.
OF GRAVITY, The heaviest part of a bowling ball.
game of 200 or more.
The triangles embedded on the lane used in aiming the throw.
The space extending back from the foul line used to make the steps and delivery.
Various combinations of pins standing after a first throw where one or more pins have been knocked down creating a space between standing pins and thus a harder spare
PACK, Six strikes in a row.
GAME, A game of all strikes--twelve strikes in a row--resulting in bowling's maximum score of 300.
SECOND LAW OF MOTION , "The acceleration of an object is proportional to the force and inversely proportional to the mass acting on it.”

26 Clues: PIN, The 1 pin. • PIN, The 5-pin. I • game of 200 or more. • Three consecutive strikes. • PACK, Six strikes in a row. • HUNDRED (300) GAME, A perfect game. • DECK, Area on which the pins are set. • Crossing or touching the foul line at delivery. • Knocking down all 10 pins with the first effort. • OF GRAVITY, The heaviest part of a bowling ball. • ...

Pivot Point Chapter 10 Hairstyling (2) 2015-01-29

Pivot Point Chapter 10 Hairstyling (2) crossword puzzle

Across

The ? of the curl will be determined by the diameter of the tool or pincurl.
? shapes or sections include circles, ovals and oblongs.
? are created using parallel curved distribution.
With a square shape, the hair is usually distributed ? from the center of the shape.
A center part on a round or square face will ? the roundness or squareness.
As a general rule, ? parts work well with an oval face shape but not with a round, square or long, thin facial shape.
? are lines that subdivide shapes or sections to help distribute and control the hair.
? shapes have radial or parallel distribution.
Correctly placed ? will enhance the appearance of your client's hairstyle.
When two oblongs ?, they create an S shaped movement or a wave.
Once straight or curved shapes have been sectioned, the hair can be set with rollers or pincurls to produce the final desired ?.
Before beginning to set the hair, you'll need to subdivide the head into major areas or ?.

Down

? or shaping is the process of combing wet hair into the desired position.
On a long face, a center part will ? the length.
The most common ? shapes are the square, rectangle and triangle.
A single ? creates a C shaped movement.
? shapes are used to move the hair in one direction, generally away from the face.
A ? requires the use of radial distribution.
An entire design or hairstyle will always be composed of some combination of ?.
? shapes have parallel distribution.
? and squares can be used with radial or parallel distribution.
Subsections are often called ?.
The ? is the hair between the scalp and the first turn around the roller, thermal iron or round brush.
The ? base is the area between partings within a shape or, the section of hair on which the roller, thermal iron or round brush is placed.

24 Clues: Subsections are often called ?. • ? shapes have parallel distribution. • A single ? creates a C shaped movement. • A ? requires the use of radial distribution. • ? shapes have radial or parallel distribution. • On a long face, a center part will ? the length. • ? are created using parallel curved distribution. • ? shapes or sections include circles, ovals and oblongs. • ...

Math Rap 2014-06-08

Across

of a function is the set of "input" or argument values for which the function is defined
the principal or horizontal axis of a system of coordinates, points along which have a value of zero for all other coordinates.
any mathematical condition relating each argument (input value) to the corresponding output value.
all trigonometric functions have this graph shape
As the x-values increase, the Y-values reach this.. sometimes in a graph
The point at which two or more lines intersect
a diagram showing the relation between variable quantities, typically of two variables, each measured along one of a pair of axes at right angles
the distance between the curve and the line approaches zero as they tend to infinity.
a whole number; a number that is not a fraction
a graphs domain that goes on forever
a numerical quantity that is not a whole number (e.g., 1/2, 0.5)

Down

a set of values that show an exact position
The y-value decreases as the x-value increases
take away (a number or amount) from another to calculate the difference
an arithmetical value, expressed by a word, symbol, or figure, representing a particular quantity and used in counting and making calculations and for showing order in a series or for identification
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
y-value increases as the x-value increases
often denoted by the letter m. The direction of a line is either increasing, decreasing, horizontal or vertical.
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse.
the secondary or vertical axis of a system of coordinates, points along which have a value of zero for all other coordinates.

20 Clues: a graphs domain that goes on forever • y-value increases as the x-value increases • a set of values that show an exact position • The y-value decreases as the x-value increases • The point at which two or more lines intersect • a whole number; a number that is not a fraction • all trigonometric functions have this graph shape • ...

Lydia Chapter 1 - Workplace Safety & Health Requirements 2016-04-07

Lydia Chapter 1 - Workplace Safety & Health Requirements crossword puzzle

Across

and Rectangles - emergency and information signs
rapidly
in new personnel
- Eliminating the hazard or physically removing it is the most effective hazard control.
or Medium - it is likely that you need to take further steps to lower the risk
- then your existing precautions are likely to be adequate
Hazards - Occur when the type of work, body positions and working conditions put strain on your body.
- mandatory action
Hazards - dust created when using grinding machinery
new processes or working practices
- sign that provides information or instruction
working with new substances
Hazards - workshop's layout
Controls - These do not eliminate hazards, but rather isolate people from hazards.
Hazards - Occur due to improper handling of electrical equipment.

Down

or moves premises
Hazards - Occur when a worker is exposed to any chemical preparation in the workplace in any form (solid, liquid or gas).
- prohibition
- Involves replacing something that produces a hazard with something that does not produce a hazard.
and Mechanical Hazards - Are factors within the environment that can harm the body without necessarily touching it.
- prohibitions and instructions
- your workshop
an accident or near-miss
- caution
Controls - Administrative controls are changes to the way people work. Examples of administrative controls include procedure changes, employee training, and installation of signs and warning labels. Administrative controls do not remove hazards, but limit or prevent people's exposure to the hazards
- positive action
Protective Equipment - Ensuring workers use the PPE without risking their health. PPE is the least effective means of controlling hazards because of the high potential for damage to render PPE ineffective. Personal protective equipment(ppe)includes gloves, respirators, hard hats, safety glasses, high-visibility clothing, and safety footwear.
Hazards - Associated with working with animals, people or infectious plant materials.
- warnings
Hazards - grinding
Assessment if your business :

31 Clues: rapidly • - caution • - warnings • - prohibition • - your workshop • in new personnel • or moves premises • - positive action • - mandatory action • Hazards - grinding • an accident or near-miss • working with new substances • Hazards - workshop's layout • Assessment if your business : • - prohibitions and instructions • new processes or working practices • ...

Math 2023-10-26

Across

The angle formed by the line of sight with the horizontal line when the object is below the horizontal level is known as the angle of ______.
sin (90°-A) and cos A are ____ in value.
The section in a co-ordinate plane formed by horizontal and vertical lines determing the postion of a point is called ________
A linear equation in two variables has ______ many solutions.
The measure (in degrees) of the angle of elevation of the top of the tower 75√3m high from a point at a distance of 75m from the foot of the tower in a horizontal plane is _______.
The first and last terms of an A.P. are 1 and 11. If the sum of its terms is 36, then the number of terms (in words) will be ____.
The quadratic equation 2x² -6x +17 has ___ roots.
State whether true or false: A polynomial whose graph interests the x axis at one point has two zeroes.
In △ABC, right angled at B, the value of sin(A + C) = ______ (in words).
The graph of a linear equation is a ___ line.

Down

If there are two separate circles drawn apart from each other, then the maximum number of common points they have (in words) are ______.
A number that cannot be expressed as a fraction is known as a/an ________.
Two figures with the same size and shape are said to be ___.
State whsether true or false: 4 is the only root of the equation x² -20x +64.
Tangent lines at the end points of a diameter are _______.
The decimal expansion of the rational number ¹⁴⁵⁸⁷⁄₁₂₅₀ will terminate after ____ decimal place/places.
How many two-digit numbers are divisible by three? (Provide your answer in words.)
Another name for a co-ordinate plane is a ______ plane.
What type of triangle is always similar to other triangles of its kind?
A quadratic polynomial has at ___ two zeroes.

20 Clues: sin (90°-A) and cos A are ____ in value. • A quadratic polynomial has at ___ two zeroes. • The graph of a linear equation is a ___ line. • The quadratic equation 2x² -6x +17 has ___ roots. • Another name for a co-ordinate plane is a ______ plane. • Tangent lines at the end points of a diameter are _______. • ...

Do you know geometry? 2024-02-29

Across

prism, has a lateral faces are all rectangles
a polyhedron with four faces
a quantity tat has both magnitude and direction
form, the form of a vector that lists the vertical and horizontal change from the initial point to the terminal point
cylinder, has a base that are aligned directly above one another
right triangle, a 45 -45 -90 degree triangle or 30 -60- 90 degree triangle
circles, two coplanar circles that intersect at exactly one point
vector, represents the sum of two given vectors
area, the total area of all faces and curved surfaces of a three-dimensional shape
ratio, a ratio of two sides of a right triangle
circles, coplanar circles with the came center
of equations, a set of two or more equations that have two or more variables

Down

transformation, see isometry
perspective, a perspective drawing with two vanishing points
of rotation, the point around which a figure is rotated
of an angle, in a right triangle, the ratio of the length of the leg opposite the angle to the length of the hypotenuse
a diagram of the faces of a three-dimensional figure
the study of the properties of a geometric figure that do not change under stress
of a cone, the flat circular surface of the cone
cone, a cone where the altitude intersects the center of the base
circle, a circle with a radius of one, centered at the origin
pyramid, base is a regular polygon and whose lateral faces are congruent isosceles triangles
of the cone, the point opposite the base of the cone
a change in the position, size, or shape of a figure or graph
a quantity that is completely expressed by its magnitude and has no direction
polygon, a polygon whose sides are all tangent to the same circle
tangent, a line that is tangent or two circles
geometry, a system of geometry defined on a sphere

28 Clues: transformation, see isometry • a polyhedron with four faces • prism, has a lateral faces are all rectangles • tangent, a line that is tangent or two circles • circles, coplanar circles with the came center • a quantity tat has both magnitude and direction • vector, represents the sum of two given vectors • ratio, a ratio of two sides of a right triangle • ...

Monster high pip 2024-03-25

Across

The environmentally friendly ghoul
Freaky fabulous fashion designer
The ghoul behind the ghostly gossip
Daughter of the moth-man, from Boo Jersey
Ghoulia's crush
13 wishes
Frights, camera, action ghoul with blue hair
The artist of "Love is like a storm tonight"
Spider Ghoul
The ghouls tried to find her the whole frights, camera, action movie.
Headmistress of monster high
Spectra's love interest from "Haunted"
Lagoona's main love interest
Looks like he's bringing you to flavortown
Stubborn centaur and harpy fusion ghoul
Daughter of the boogie man
Frights, camera action ghoul with pink hair
Perhaps Cleo's biggest enemy
Vegan, short like baby yak
Daughter of the Grim Reaper, helps the ghouls travel to the ghost world
Torelai's white haired minion
Chinese fire-breathing fashion-designing dragon
One of Frankie's love triangles
Frankie's other love triangle
A fashion-designing skeleton from Hexico
The Fearleading captain
An anxious butterfly-skeleton fusion ghoul

Down

The slyest kitty
Torelai's black haired minion
An easily distractable ghost-mermaid fusion ghoul
Clumsy zombie-unicorn fusion manster
Daughter of Victor Frankenstein
Clawdeens big sister
Draculaura's boyfriend and Clawdeen's brother
The smartest ghoul in the whole school
Who Cleo thought Deuce was cheating on her with
The first crossover to ever after high
French werecat
Cold doesn't bother her anyway
Daughter of Hexiciah Steam, Skulltimate Roller maze professional
Cleo's boyfriend
Clawdeen's younger sister
Casketball player and performer of freak du chic
That one mean vampire girl that's also friends with torelai
Hypnotic vampire who breaks girl's hearts
Australian ghoul
Frankie's beastly crush
Gargoyle chic
Comet alien appearing in Boo York, Boo York

49 Clues: 13 wishes • Spider Ghoul • Gargoyle chic • French werecat • Ghoulia's crush • The slyest kitty • Cleo's boyfriend • Australian ghoul • Clawdeens big sister • Frankie's beastly crush • The Fearleading captain • Clawdeen's younger sister • Daughter of the boogie man • Vegan, short like baby yak • Headmistress of monster high • Lagoona's main love interest • Perhaps Cleo's biggest enemy • ...

Engineering 2024-05-30

Across

An object will not change its motion unless acted on by an unbalanced force.
The twisting force.
What perspective drawing has 2 vanishing points on the horizon.
The force that squeezes and pushes material inward.
The bridge styles with interlocking triangles.
What software allows for you to drawing in 3D.
What is the aerodynamic principle of slowing something down.
What is the aerodynamic principle of something being lifted up into the air and then staying there.
The bridge style that consists of vertical piers and horizontal beams.
What aircraft has no engine.
A spilt level and high ranch home.
What perspective drawing has 3 vanishing points.
The force that is applied when two opposing forces act on the same point.
A two-story home.
The colors cyan,, magenta and yellow.
The bridge style that has an abutment.
Which Newton's Law is for every action, there is an equal and opposite reaction.

Down

A farm ranch or 1.5 story home.
What aircraft has an engine.
A 2-D graph drawing that shows the basic layout of a property in scale.
What product provides societal needs like occupancy and security while also providing historical memories.
What drawing type displays three different views of an object?
The colors orange, chartreus, green, spring green, azure, violet and rose.
Which Newton's Law is force equals mass times acceleration.
Scales used for drawing structures or buildings.
A diagram styles that consists of roughly drawn bubbles connected by various line types.
The colors red, green and blue
What perspective drawing has 1 vanishing point.
The force that pulls and stretches material in opposite directions.
The bridge styles with cables stretching over two towers.
What software allows for you to drawing in 2D.
What is the aerodynamic principle of gravity pulling things down.
What is the aerodynamic principle of something being thrusted up into the air.
A one-story home.

34 Clues: A two-story home. • A one-story home. • The twisting force. • What aircraft has an engine. • What aircraft has no engine. • The colors red, green and blue • A farm ranch or 1.5 story home. • A spilt level and high ranch home. • The colors cyan,, magenta and yellow. • The bridge style that has an abutment. • The bridge styles with interlocking triangles. • ...

Math 2024-06-13

Across

everyone's favorite calculus unit
never ending
goat
8th derivative of position
implies continuity
where the mailman's body is decomposing
totally copied taylor
best subject
finding max/min
sandwich theorem
unknown or changing
A,B,C,or D?
someone who dislikes calculus?
has a method and a number (and a formula, equation, identity...)
italian mathematician who adopted a french name, what an error
add
there are two of them in this class
?
what one might do for a loan (sp?) or a trig function
the dog that knows calculus
antiderivative of secxtanx
here
have 3d fields
the study of triangles and somehow circles?
antiderivative of position
how the series test was curved
t
rude integrals?
rates of change

Down

amount of change
derivative of acceleration
your ap score
differentiation technique
are volume and time cousins?
prove existence of a max theorem
the foundational concept of calculus
least nice theorem
the most important rule of calculus
integration technique for products
one of 6 on the exam
coordinate system a bear might use
rotational or cross-sectional
one output per input
maxima and minima, collectively
NYTimes-provided morning class activity
mascot
+ - + -
_____ series
when a limit equals a function value
don't forget it
nickname of jaime escalante
-1derivative of cosine
inverses of exponential functions
go off on a
discovered a way to evaluate indeterminate limits
one of the fathers of calculus
comparison, alternating, limit comparison, etc
lodihi...
test for determining radius of convergence
one of the fathers of calculus
*remember your "-cises"
there are two of them in this class
the study of change
derivative at a point
what you need when life gets tough
large italian people are known to consume

66 Clues: ? • t • add • goat • here • mascot • + - + - • lodihi... • A,B,C,or D? • go off on a • never ending • best subject • _____ series • your ap score • have 3d fields • finding max/min • don't forget it • rude integrals? • rates of change • amount of change • sandwich theorem • implies continuity • least nice theorem • unknown or changing • the study of change • one of 6 on the exam • one output per input • totally copied taylor • ...

Flags 2022-08-23

Across

horizontal stripes of blue, thin white, red, thin white, and blue; on the left is a white circle with a red star in the center
14 alternating red and white stripes and a blue rectangle on the top-left with a moon and a 14-point star
three horizontal stripes of orange, white, and green, and navy blue wheel in the center
red flag and white flower with 5 petals in the center
dark green flag with a red circle at the center
red flag with yellow star in the center
red with a large star in the top-left and four smaller stars on the right of the big star
white flag with two horizontal blue stripes and a 6-point star
yellow and green rectangle on the left and a maroon rectangle on the right with a golden lion with sword
one black and one white diagonal stripes, and a central red and yellow coat of arms
five horizontal stripes of red, white, blue, white and red
red flag with a blue border around two connected triangles

Down

two horizontal stripes with red and white, and a white crescent moon beside 5 white stars on the top-left
white flag, a red and blue circle in the center, and four black trigrams in each corner of the flag
horizontal stripes of blue and red, and a white triangle on the left with a sun and three stars
horizontal stripes of yellow, green, and red with a white star in the center
two horizontal stripes of red and white
white flag with a red circle at the center
three horizontal stripes of blue, red, and blue, with a white circle in the centre
three horizontal stripes of blue, red, and blue, and white temple in the center

20 Clues: two horizontal stripes of red and white • red flag with yellow star in the center • white flag with a red circle at the center • dark green flag with a red circle at the center • red flag and white flower with 5 petals in the center • five horizontal stripes of red, white, blue, white and red • red flag with a blue border around two connected triangles • ...

Geometry cross word 2022-05-26

Across

Only 3D shape that doesn't have a lateral area. Uses 4/3πr³ to find the volume.
Uses πrl for lateral area. For volume it uses ⅓ πr²h
Only has one base, and all triangles come from each edge that connect at one point at the top. To find the lateral area use
Used to calculate the area of a circle. Has an infinite number of digits.
Its the incline from a horizontal or vertical line; slant up or down. To find it use rise over run.
Is a 3D shape with 6 faces. All faces are squares.
the trigonometric function is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse. Opposite over hypotenuse.
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse. Adjacent over hypotenuse
A straight line or plane that touches a curve or curved surface at a point, but if extended does not cross it at that point. Always creates a right angle.
It is a 2D shape. Only has 3 sides.
The area of all the side except for the base. Doesn’t include the base.

Down

Uses ph to find the lateral area. Has two bases
Two circle bases. Has a volume formula of πr²h.
The distance around the edge of a shape. Uses addition
The area of all the sides of a 3D figure. Includes the base.
Has a single circle base. Has 1/3 of the room of a cylinders.
The intersection point of two sides of a plane figure. The highest point; the top or apex.
a polygon with 5 sides. Also has 5 angles
the amount of space within the perimeter of a 2D shape. Uses multiplication.
the amount of space that a substance or object occupies. The amount of space inside an enclosed area

20 Clues: It is a 2D shape. Only has 3 sides. • a polygon with 5 sides. Also has 5 angles • Uses ph to find the lateral area. Has two bases • Two circle bases. Has a volume formula of πr²h. • Is a 3D shape with 6 faces. All faces are squares. • Uses πrl for lateral area. For volume it uses ⅓ πr²h • The distance around the edge of a shape. Uses addition • ...

Geometry 2025-04-23

Across

the midpoint of the diameter of the circle.
Changes the size of a figure but does not change it’s shape which mean it change size but not shape.
A mirror image of the shape or known as a flip.
straight line segment that passes through the centre of the circle and whose endpoints lie on the circle.
the part or segment of the circumference of a circle.
the point that divides the segment into two equal parts, effectively placing it exactly halfway.
calculating area, perimeter, volume, and other properties of shapes.
a straight line segment connecting two points on the circumference of a circle.
Movement of a figure from one position to another on a plane without changing its size or shape.

Down

a way, especially one of several possible variations, in which a set or number of things can be ordered or arranged.
have the same shape and size or are the same.
a set of points, such that for any point of the set the distance to a fixed point , the focus, is equal to the distance to a fixed line.
a point that marks the end of a line segment or the starting point of a ray.
a straight line segment that connects the center of a circle or sphere to any point on its circumference or surface.
Transformation that turns a figure around a fixed point called the center of rotation.
shapes are the points where two or more line segments or edges meet
a way of selecting items from a set where the order of selection doesn't matter.
a statement or an educated guess about a geometric property or relationship that is believed to be true but has not yet been proven.
A mnemonic device used to remember the trigonometric ratios in right triangles
a part of a circle made of the arc of the circle along with its two radii.

20 Clues: the midpoint of the diameter of the circle. • have the same shape and size or are the same. • A mirror image of the shape or known as a flip. • the part or segment of the circumference of a circle. • shapes are the points where two or more line segments or edges meet • calculating area, perimeter, volume, and other properties of shapes. • ...

Our vocabulary words 2025-09-30

Across

a document or other record of past events created by someone who was present during the events or the time period in which they occured
someone who searches for information on a particular sight
the laws and regulations that determine how problems can be solved in response to social issues
a close estimate
the characteristics of an object’s surface that can be identified by feeling or viewing it
an expert who studies the past by examining objects
the position that researchers take about a particular based on the evidence they have gathered
relating to a ceremony,such as a religious ceremony
in history,the process of exploring the answers to questions about a certain time and place
a personal leaning or a preference for a particular outlook
a document or record of past events created by someone who was not present during the events or the time period in which they occurred
an important part or characteristic of something

Down

all of the physical surroundings,including land,water,animals,plants,and climate
information that can be used to prove a statement or support a conclusion
having a form composed of one or a number of simple shapes such as triangles,squares,or circles
before written history
an expert who studies and creates maps of Earths natural and human made features
a question that does not have a simple or direct answer and requires some thought and investigation to answer
an object made or used by people in the past
a question that has a concrete answer based on factual information that can be researched and proven; supporting questions will help answer compelling questions
to make sure or certian
a written work that contains important information
an expert who studies and records the past

23 Clues: a close estimate • before written history • to make sure or certian • an expert who studies and records the past • an object made or used by people in the past • an important part or characteristic of something • a written work that contains important information • an expert who studies the past by examining objects • relating to a ceremony,such as a religious ceremony • ...

Game on! 2025-03-31

Across

a picture stuck onto wood or cardboard and cut into pieces of different shapes that must be joined together correctly to form the picture again
a game in which small, thin objects with a sharp point that is thrown by handare at a circular board
a game for two people in which you throw dice and move circular pieces around a special board with a pattern of narrow triangles
a game played by two people on a square board, in which each player has 16 pieces that can be moved on the board in different ways

Down

a game played by two people on a table covered in soft cloth, in which a cue (= a long stick) is used to hit balls against each other and into pockets around the table
a game using small, rectangular objects with dots on it
a children's game in which small, round glass balls are rolled along the floor
a game played on a board covered in squares in which players win points by creating words from letters with different values and connecting these words with ones already on the board

8 Clues: a game using small, rectangular objects with dots on it • a children's game in which small, round glass balls are rolled along the floor • a game in which small, thin objects with a sharp point that is thrown by handare at a circular board • ...

lalala 2012-08-23

Across

12. An important feature of a parabola is that it is symmetric about a vertical line called axis of ___________.
27. In the __________ system, measuring angles is based on the relation between the radius and the circumference of a circle.
15. If a polynomial f(x) is divided by x – c, the remainder is equal to f(c) , this is called _________________ theorem
20. It is the exponent of the power of the base that is equal to the number.
38. It is a subset of r elements selected out of n distinct elements without regard to order.
37. It is the arrangement of n objects in a definite order.
17. If f(-x) = -f(x), the curve is symmetric through the origin; it is an _____ function
34. The sine and cosine functions are called?
10. A function defined by a polynomial expression of degree 2 is referred to as a ____________ function in x.
19. ________________ function – is a function of the form y=ax where a is a fixed number, a > 0 and x is any real number
23. Logarithm of a _________ of a number is the product of the exponent and the logarithm of the number.
32. The distance that one graph must be shifted to the left to coincide with another graph is called _______ shift
9. Two distinct line with equal slopes are ________
8. A line has a __________ slope if it falls from left to right
35. When 2 sides of a triangle and an angle opposite one of them are unknown, the law of sines can be used to solve the triangle. However, there may be more than one solution. This is known as the ________________ case
5. ________ function is a function whose graph is a straight line
31. _________ functions are useful in many practical applications, especially in electrical engineering, physics, and economics.
25. Is the figure formed by the rotation of the ray around its point
7. A line has s ____ slope if its parallel to the x-axis
30. _____ circle is a circle drawn on a rectangular coordinate plane with center at the origin and with a radius one unit long

Down

39. The product of consecutive number from one to n denoted by n! is commonly known as __________
4. A relation in which every abscissa is associated to exactly one ordinate
2. The set of all the first members/coordinates of the ordered pairs
14. A shorter and simpler method of dividing a polynomial by binomial in the form x – r is called _______ Division
26. In ___________ system, an angle is measured by the number of revolution or fractions of a revolution made by terminal side in relation to the initial side.
18. A __________ or related angle for an angle is the positive acute angle made by the terminal side of an angle and the x-axis.
32. The distance that one graph must be shifted to the left to coincide with another graph is called _______ shift
24. Is a branch of mathematics which deals with the properties and application of particular ratios associated with angles known as circular functions
1. It is a set of ordered pairs
16. It is called ______________ theorem if a polynomial f(x) has a factor x – c if and only if f(c) = 0
28. Angles which have the same initial sides and the same terminal side are called __________ angles
29. Angles in standard position having their terminal side along the x-axis or y-axis are called _______________ angles
3. The set of all second members/coordinates of the ordered pairs
40. The ___________ function is not defined for all real number and its graph is not like the graphs of the sine and cosine functions
11. Graph of a quadratic function
13. Turning point of a parabola
22. Logarithm of a _________ is the difference of the logarithms of the factors
6. Is a numerical measure of the steepness of a line with respect to the x-axis
36. A second property of triangles that is important in solving oblique triangles is called law of ___________
21. Logarithm of a _________ is the sum of the logarithms of the factors

Famous landmarks 2023-07-18

Across

Mahal A beautiful white marble building in India that was built as a monument of love by a king for his wife.
Wall of China A very long wall in China built a long time ago to protect the country from invaders.
Everest The highest mountain in the world, located in the Himalayas between Nepal and China.
of Egypt Huge structures in Egypt made of stone, shaped like triangles, and built as tombs for ancient pharaohs.
Tower A tall iron tower in Paris, France, that is a famous symbol of the city and offers a great view from the top.
An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place.
Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks.

Down

Picchu An ancient Inca city in Peru, high in the mountains, known for its remarkable stone buildings and beautiful views.
A hill in Athens, Greece, with ancient ruins including the Parthenon, which was a temple dedicated to the goddess Athena. Louvre A famous museum in Paris that houses many famous artworks, including the Mona Lisa.
A mysterious circle of big stones in England that was built a long time ago and its purpose is still unknown.

10 Clues: Everest The highest mountain in the world, located in the Himalayas between Nepal and China. • Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks. • Wall of China A very long wall in China built a long time ago to protect the country from invaders. • ...

Famous landmarks 2023-07-18

Across

A hill in Athens, Greece, with ancient ruins including the Parthenon, which was a temple dedicated to the goddess Athena. Louvre A famous museum in Paris that houses many famous artworks, including the Mona Lisa.
Mahal A beautiful white marble building in India that was built as a monument of love by a king for his wife.
Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks.
An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place.
Tower A tall iron tower in Paris, France, that is a famous symbol of the city and offers a great view from the top.

Down

of Egypt Huge structures in Egypt made of stone, shaped like triangles, and built as tombs for ancient pharaohs.
A mysterious circle of big stones in England that was built a long time ago and its purpose is still unknown.
Everest The highest mountain in the world, located in the Himalayas between Nepal and China.
Picchu An ancient Inca city in Peru, high in the mountains, known for its remarkable stone buildings and beautiful views.

Famous landmarks 2023-07-18

Across

Everest The highest mountain in the world, located in the Himalayas between Nepal and China.
A hill in Athens, Greece, with ancient ruins including the Parthenon, which was a temple dedicated to the goddess Athena. Louvre A famous museum in Paris that houses many famous artworks, including the Mona Lisa.
Tower A tall iron tower in Paris, France, that is a famous symbol of the city and offers a great view from the top.
Picchu An ancient Inca city in Peru, high in the mountains, known for its remarkable stone buildings and beautiful views.

Down

A mysterious circle of big stones in England that was built a long time ago and its purpose is still unknown.
An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place.
of Egypt Huge structures in Egypt made of stone, shaped like triangles, and built as tombs for ancient pharaohs.
Mahal A beautiful white marble building in India that was built as a monument of love by a king for his wife.
Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks.

Systems 1 Crossword 2023-05-02

Across

conversations during counseling sessions in which two or more family members talk directly with each other—rather than to the counselor—about household events and interactions.
occurs when the anxiety in a dyad is relieved by involving a third party who either takes sides or provides a detour for the anxiety.
statements that allow the client the opportunity to expand on an idea or select a topic for discussion.
when the listener withdraws from their partner by shutting down and closing himself or herself off from the other person.
the emotional merging of family members, so that the children may not mature, separate, or have individuality from the parents becomes difficult

Down

bind, a situation in which an individual receives conflicting messages from another person.
to manipulate another person into doubting his or her experiences or understanding of something.
Cutoff, emotional distancing—often in an extreme manner, regardless of whether the it takes the form of internal means or actual physical detachment
perhaps one of the most important concepts in establishing a therapeutic relationship with a client.. the ability of one person to put themselves in the shoes of another.
a concept which identifies dividers that are present between family subsystems. They are set by the implicit rules defining who participates, and how, within each subsystem.

10 Clues: bind, a situation in which an individual receives conflicting messages from another person. • to manipulate another person into doubting his or her experiences or understanding of something. • statements that allow the client the opportunity to expand on an idea or select a topic for discussion. • ...

Science Crossword 2023-01-20

Across

- The variety of life on earth, including the variety of species, ecosystems, and genetic variation within species.
- The branch of physics that deals with the relationships between heat, energy, and work, and the laws that govern these interactions.
- The process by which autotrophic organisms convert light energy into chemical energy in the form of glucose and other organic compounds.
- The branch of biology that deals with the structure and organization of living organisms, including the relationships between different parts of the body and their functions.

Down

- A branch of mathematics that deals with the relationships between the sides and angles of triangles, and the calculations based on them.
- Energy of motion, it is the energy that an object possesses because of its motion.
- The branch of science that deals with the study of the earth's surface, including the physical features of the land and water, the distribution of plant and animal life, and the patterns of human activity and settlement.
- The process of gradual change in the inherited characteristics of biological populations over successive generations.
- Genetic material that carries the instructions for the development and function of all living organisms.
- The branch of science that deals with the properties of matter and energy, and the fundamental laws that govern the behavior of the physical universe.

10 Clues: - Energy of motion, it is the energy that an object possesses because of its motion. • - Genetic material that carries the instructions for the development and function of all living organisms. • - The variety of life on earth, including the variety of species, ecosystems, and genetic variation within species. • ...

lalala 2012-08-23

Across

25. Is the figure formed by the rotation of the ray around its point
21. Logarithm of a _________ is the sum of the logarithms of the factors
11. Graph of a quadratic function
28. Angles which have the same initial sides and the same terminal side are called __________ angles
24. Is a branch of mathematics which deals with the properties and application of particular ratios associated with angles known as circular functions
26. In ___________ system, an angle is measured by the number of revolution or fractions of a revolution made by terminal side in relation to the initial side.
20. It is the exponent of the power of the base that is equal to the number.
27. In the __________ system, measuring angles is based on the relation between the radius and the circumference of a circle.
40. The ___________ function is not defined for all real number and its graph is not like the graphs of the sine and cosine functions
36. A second property of triangles that is important in solving oblique triangles is called law of ___________
35. When 2 sides of a triangle and an angle opposite one of them are unknown, the law of sines can be used to solve the triangle. However, there may be more than one solution. This is known as the ________________ case
14. A shorter and simpler method of dividing a polynomial by binomial in the form x – r is called _______ Division
23. Logarithm of a _________ of a number is the product of the exponent and the logarithm of the number.
22. Logarithm of a _________ is the difference of the logarithms of the factors
3. The set of all second members/coordinates of the ordered pairs
18. A __________ or related angle for an angle is the positive acute angle made by the terminal side of an angle and the x-axis.
1. It is a set of ordered pairs
4. A relation in which every abscissa is associated to exactly one ordinate
8. A line has a __________ slope if it falls from left to right
13. Turning point of a parabola

Down

19. ________________ function – is a function of the form y=ax where a is a fixed number, a > 0 and x is any real number
29. Angles in standard position having their terminal side along the x-axis or y-axis are called _______________ angles
16. It is called ______________ theorem if a polynomial f(x) has a factor x – c if and only if f(c) = 0
37. It is the arrangement of n objects in a definite order.
10. A function defined by a polynomial expression of degree 2 is referred to as a ____________ function in x.
34. The sine and cosine functions are called?
38. It is a subset of r elements selected out of n distinct elements without regard to order.
32. The distance that one graph must be shifted to the left to coincide with another graph is called _______ shift
12. An important feature of a parabola is that it is symmetric about a vertical line called axis of ___________.
6. Is a numerical measure of the steepness of a line with respect to the x-axis
30. _____ circle is a circle drawn on a rectangular coordinate plane with center at the origin and with a radius one unit long
2. The set of all the first members/coordinates of the ordered pairs
15. If a polynomial f(x) is divided by x – c, the remainder is equal to f(c) , this is called _________________ theorem
17. If f(-x) = -f(x), the curve is symmetric through the origin; it is an _____ function
31. _________ functions are useful in many practical applications, especially in electrical engineering, physics, and economics.
32. The distance that one graph must be shifted to the left to coincide with another graph is called _______ shift
7. A line has s ____ slope if its parallel to the x-axis
5. ________ function is a function whose graph is a straight line
39. The product of consecutive number from one to n denoted by n! is commonly known as __________
9. Two distinct line with equal slopes are ________

Geometry Final Review Crossword Puzzle 2014-06-15

Geometry Final Review Crossword Puzzle crossword puzzle

Across

Every regular polygon and all triangles can be described as this, that is there is a circle that contains all of the shape's vertices.
This theorem states that three cevians, AY, BZ, and CX, of triangle ABC (where X,Y, and Z are points on the triangle's sides) are concurrent iff AX/XB * BY/YC * CZ/ZA = 1.
If angle 1 and angle 2 have a sum of 90 degrees, then angle 1 is a _____ of angle 2 and vice versa.
b is the geometric mean between a and c if a/b = b/c
In a triangle, this is the point in which the lines containing its altitudes are concurrent.
According to this theorem, if given, A-B-C, then, AB + BC = AC.
The angles in a linear pair are _____, that is, their sum is 180 degrees.
In a plane, two points equidistant from a line segment's endpoint determine the _____ _____ of that line segment.
According to this theorem, if a line parallel to one side of a triangle intersects the other two sides, it divides the sides in the same ratio. According to the corollary of this theorem, we can also know that in the figure, AD/AB = AE/AC and DB/AB = EC/AC
These are used to visualize how conditional statements relate to each other.
A figure has this with respect to a point iff it coincides with its rotation image through less than 360 degrees about the point.
Two angles form a _____ _____ iff they have a common side and their sides are opposite rays
If two angles of one triangle are equal to two angles of another triangle, you can't prove congruence but you can prove this.
The _____ of a parallelogram bisect each other.
If the angles in a linear pair are equal, then their sides are _____.
Euclid described this as, "that which has no part."
The _____ area of a sphere is 4 pi * the square of its radius
To find the area of a parallelogram one would find the product of any base and its corresponding one of these.
In a regular polygon, this is a perpendicular line segment from its center to one of its sides.

Down

By interchanging the hypothesis and conclusion of a conditional statement (changing a-->b to b-->a), you form its _____.
It is important to remember that when using the ASA or SAS postulates, you must use the _____ side for ASA and angle for SAS.
the angle bisectors of a triangle can be described as this.
A figure has this type of rotation symmetry if the smallest angle through which it can be turned to look exactly the same is 360 degrees/6.
This theorem states that if two angles are supplementary to the same third angle, them they are equal.
This is the point in a pyramid where the lateral edges meet.
You can describe lines as _____ if you have equal alternate interior angles, supplementary interior angles on the same side of a transversal, two lines perpendicular to a third line (in a plane), or equal corresponding angles.
In a circle, this is the region bounded by an arc of the circle and two radii, extending to the endpoints of that arc.
Two angles are _____ _____ iff the sides of one angle are opposite rays to the sides of the other.
This transformation maintains the distance and angle measures.
Three of these type of points determine a plane.
Vertical angles are always _____ to each other.
This is parallel to the third side of a triangle and half as long as it too.
In a triangle, the point in which the medians are concurrent
You can prove that two triangles are _____ if two angles and one of their opposite sides are equal to the corresponding parts of another triangle.
A/An _____ angle of a triangle is equal to the sum of the remote interior angles.

35 Clues: Vertical angles are always _____ to each other. • The _____ of a parallelogram bisect each other. • Three of these type of points determine a plane. • Euclid described this as, "that which has no part." • b is the geometric mean between a and c if a/b = b/c • the angle bisectors of a triangle can be described as this. • ...

Geometry Final Review Crossword Puzzle 2014-06-15

Across

This transformation maintains the distance and angle measures.
If the angles in a linear pair are equal, then their sides are _____.
Two angles are _____ _____ iff the sides of one angle are opposite rays to the sides of the other.
It is important to remember that when using the ASA or SAS postulates, you must use the _____ side for ASA and angle for SAS.
If angle 1 and angle 2 have a sum of 90 degrees, then angle 1 is a _____ of angle 2 and vice versa.
b is the geometric mean between a and c if a/b = b/c
In a plane, two points equidistant from a line segment's endpoint determine the _____ _____ of that line segment.
In a triangle, the point in which the medians are concurrent
These are used to visualize how conditional statements relate to each other.
the angle bisectors of a triangle can be described as this.
If two angles of one triangle are equal to two angles of another triangle, you can't prove congruence but you can prove this.
In a circle, this is the region bounded by an arc of the circle and two radii, extending to the endpoints of that arc.
A figure has this type of rotation symmetry if the smallest angle through which it can be turned to look exactly the same is 360 degrees/6.
According to this theorem, if a line parallel to one side of a triangle intersects the other two sides, it divides the sides in the same ratio. According to the corollary of this theorem, we can also know that in the figure, AD/AB = AE/AC and DB/AB = EC/AC
Vertical angles are always _____ to each other.

Down

Two angles form a _____ _____ iff they have a common side and their sides are opposite rays
In a triangle, this is the point in which the lines containing its altitudes are concurrent.
A figure has this with respect to a point iff it coincides with its rotation image through less than 360 degrees about the point.
Three of these type of points determine a plane.
You can prove that two triangles are _____ if two angles and one of their opposite sides are equal to the corresponding parts of another triangle.
You can describe lines as _____ if you have equal alternate interior angles, supplementary interior angles on the same side of a transversal, two lines perpendicular to a third line (in a plane), or equal corresponding angles.
This theorem states that three cevians, AY, BZ, and CX, of triangle ABC (where X,Y, and Z are points on the triangle's sides) are concurrent iff AX/XB * BY/YC * CZ/ZA = 1.
This theorem states that if two angles are supplementary to the same third angle, them they are equal.
According to this theorem, if given, A-B-C, then, AB + BC = AC.
The angles in a linear pair are _____, that is, their sum is 180 degrees.
A/An _____ angle of a triangle is equal to the sum of the remote interior angles.
By interchanging the hypothesis and conclusion of a conditional statement (changing a-->b to b-->a), you form its _____.
Euclid described this as, "that which has no part."
The _____ of a parallelogram bisect each other.
To find the area of a parallelogram one would find the product of any base and its corresponding one of these.
This is parallel to the third side of a triangle and half as long as it too.
Every regular polygon and all triangles can be described as this, that is there is a circle that contains all of the shape's vertices.
In a regular polygon, this is a perpendicular line segment from its center to one of its sides.
The _____ area of a sphere is 4 pi * the square of its radius
This is the point in a pyramid where the lateral edges meet.

35 Clues: The _____ of a parallelogram bisect each other. • Vertical angles are always _____ to each other. • Three of these type of points determine a plane. • Euclid described this as, "that which has no part." • b is the geometric mean between a and c if a/b = b/c • the angle bisectors of a triangle can be described as this. • ...

Math Crossword 2014-01-10

Across

The number which indicates no quantity, size, or magnitude. ______ is neither negative nor positive. Note: ______ is the additive identity.
The entire set of cases or individuals under consideration in a statistical analysis.
A corner point of a geometric figure. For a polygon, vertices are where adjacent sides meet. For an angle, the ______ is where the two rays making up the angle meet.
Another word for average.
The ______ of a set of numbers is the value for which half the numbers are larger and half are smaller. If there are two middle numbers, the ________ is the arithmetic mean of the two middle numbers.
A set of possible outcomes resulting from a particular experiment.
A line of symmetry for a graph. The two sides of a graph on either side of the ____________ look like mirror images of each other.
For acute angles, can be found by the SOHCAHTOA definition.
The number that occurs the most often in a list.
The collective term for the first quartile and third quartile of a set of data. That is, the 25th and 75th percentiles.
A single, specific possible result of an experiment

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The set of y-values of a function or relation. More generally, the range is the set of values assumed by a function or relation over all permitted values of the independent variable(s).
The study of triangles, with emphasis on calculations involving the lengths of sides.
The set of all possible outcomes of an experiment.
SOHCAHTOA definition
A data point that is distinctly separate from the rest of the data.
A method of __________________ in which interest is computed from the up-to-date balance. That is, interest is earned on the interest and not just on original balance.
The side of a right triangle opposite the right angle.
two angles in a plane which share a common vertex and a common side but do not overlap.

19 Clues: SOHCAHTOA definition • Another word for average. • The number that occurs the most often in a list. • The set of all possible outcomes of an experiment. • A single, specific possible result of an experiment • The side of a right triangle opposite the right angle. • For acute angles, can be found by the SOHCAHTOA definition. • ...

Famous landmarks 2023-07-18

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Everest The highest mountain in the world, located in the Himalayas between Nepal and China.
of Egypt Huge structures in Egypt made of stone, shaped like triangles, and built as tombs for ancient pharaohs.
A hill in Athens, Greece, with ancient ruins including the Parthenon, which was a temple dedicated to the goddess Athena. Louvre A famous museum in Paris that houses many famous artworks, including the Mona Lisa.
Picchu An ancient Inca city in Peru, high in the mountains, known for its remarkable stone buildings and beautiful views.
Tower A tall iron tower in Paris, France, that is a famous symbol of the city and offers a great view from the top.

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An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place.
Wall of China A very long wall in China built a long time ago to protect the country from invaders.
A mysterious circle of big stones in England that was built a long time ago and its purpose is still unknown.
Mahal A beautiful white marble building in India that was built as a monument of love by a king for his wife.
Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks.

10 Clues: Everest The highest mountain in the world, located in the Himalayas between Nepal and China. • Ben A famous clock tower in London that tells the time and is one of the city's iconic landmarks. • An ancient amphitheater in Rome, Italy, where gladiator fights and other events used to take place. • ...

Geometry Definitions By Allan Amaya 2017-05-24

Across

The middle value in a list of numbers. The total numbers have to be odd to
Angle An angle that is less than 90 degrees but more than 0 degrees. This angle is also smaller than a right angle.
Polygons Two congruent sides in a polygon
A line segment through a vertex
A line that has a origin and continues on in any direction.
You can use cross multiply when solving these.These also utilized fraction and geometric means
Lines Two lines that are the same distance apart and never touch each other. These also have the same slope, therefore they will never intersect.
A four sided polygon.
Every point of the shape must moved in the same direction and the same distance as the original image.
The distance between two points. This also has a formula to finding the middle distance between two points.

Down

Triangle A triangle that has two congruent sides. The two sides have to be the same length
Something that can be described as a flip. The original image and the flipped image are congruent.
Angle An angle that is greater than 90 degrees but smaller than 180 degrees. This angles is larger that both a right angle and a acute angle individually
Angles Two angles that add up to 180 degrees.
The side opposite of the right angle box. This is the C squared in to pythagorean theorem
Bisector Passes through a midpoint. Usually passes through the middle of a line
Theorem A formula used to figure out the length of a specific side. This is used with right angles.
Triangles An angle that has a 90 degrees. This angle is used when performing the Pythgerorem Theorem
When a point turns a certain amount of degrees around the center.

19 Clues: A four sided polygon. • A line segment through a vertex • Polygons Two congruent sides in a polygon • Angles Two angles that add up to 180 degrees. • A line that has a origin and continues on in any direction. • When a point turns a certain amount of degrees around the center. • The middle value in a list of numbers. The total numbers have to be odd to • ...

Geometry 2024-03-11

Across

A flat surface made up of points. It extends in all directions
An equation that states two ratios are equal. It can be written as a/b = c/d
Pair Adjacent angles that are supplementary combined. They form a straight line add up to 180
The study of triangle measurements. 3 of the trigonometric's are Sine, Cosine, and Tangent
A closed figure formed by three or more line segments, called sides. Use S=(n-2)180 to find interior angles.
Angles Two angles directly across from each other on intersecting lines. These angles are always congruent
Lines Two lines that never intersect. The symbol would be II
Midsegment A segment connecting the midpoints of two sides of the triangles. Written as DE - on top.
A quadrilateral in which both pairs of opposite sides are parallel. Opposite sides are congruent.
Theory It is used to find missing side length on a right triangle. Formula is a^2 + b^2=C^2

Down

A _______ is a location with no size or shape. You can name a ___with one Uppercase letter.
The intersection of two rays at an endpoint. It can be written as <ABC
angles Two angles with measures that sum to 90 degrees. They do not have to be adjacent.
A comparison of two quantities. Can be represented by a/b, a:b, and a to b
A ____ is made up of points with no thickness or width. You can name a __ with two uppercase letters
A line that extends indefinitely in one direction. It is written like this EF with → on top
angles Two angles with measures that sum to 180 degrees. They do not have to be adjacent.
Polygon Polygons with the same shape but different size. Corresponding angles are congruent
Angles Two angles directly across from each other on intersecting lines. These angles are always congruent
The common endpoint of an angle. Where the sides intersect

20 Clues: The common endpoint of an angle. Where the sides intersect • Lines Two lines that never intersect. The symbol would be II • A flat surface made up of points. It extends in all directions • The intersection of two rays at an endpoint. It can be written as <ABC • A comparison of two quantities. Can be represented by a/b, a:b, and a to b • ...

Key Words and Theorems 2025-11-12

Across

this states that if two angles are complementary to the same angle or to congruent angles, then the two angles are congruent to each other
this a ray or a line segment that divides an angle into two equal, or congruent, angles
states that if two angles are supplementary to the same angle or to congruent angles, then the two angles are congruent to each other

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this property allows you to replace a geometric value, such as a length, angle measure, or segment, with another that is known to be equal
this property says that if shape A is congruent to shape B, and shape B is congruent to shape C, then shape A is also congruent to shape C
this states that if two angles in one triangle are congruent (equal) to two angles in another triangle, then the third angles of both triangles are also congruent
this definition tell says that two or more objects have the exact same shape and size
this states that two angles that form a linear pair are supplementary
this states that the measure of an exterior angle of a triangle is equal to the sum of the two remote interior angles
this is a point that divides a segment into two congruent segments

10 Clues: this is a point that divides a segment into two congruent segments • this states that two angles that form a linear pair are supplementary • this definition tell says that two or more objects have the exact same shape and size • this a ray or a line segment that divides an angle into two equal, or congruent, angles • ...

math crossword - Kevin Lee 2020-12-15

math crossword - Kevin Lee crossword puzzle

Across

surface
surface
the space occupied by a flat shape or the surface of an object. measured in square units such as square centimeters, square feet, square inches, etc.
solid
pyramid
a triangle that has two sides of equal length. Sometimes it is specified as having exactly two sides of equal length.
a part of a circle made of the arc of the circle along with its two radii. It is a portion of the circle formed by a portion of the circumference (arc) and radii of the circle at both endpoints of the arc.
volume
is the distance measured along a lateral face from the base to the apex along the "center" of the face. In other words, it is the altitude of the triangle comprising a lateral face.
a ___ of a circle or sphere is any of the line segments from its center to its perimeter. It is half of the circle.
a simple quadrilateral with two pairs of parallel sides. The opposite or facing sides are equal in length.

Down

is a branch of mathematics that studies relationships between side lengths and angles of triangles. IT helps us find angles and distances, and is used a lot in science, engineering, video games, and more.
is a numerical measurement of how far apart objects or points are. may refer to a physical length or an estimation based on other criteria.
cylinder
angles that are opposite to each other when two lines cross. It is also known as vertical angles.
edge
is a connected subset of a differentiable curve. it is also called segments or rays, depending on whether they are bounded or not.
vertex
hem
is a transparent optical element with flat, polished surfaces that refract light. At least one surface must be angled.

20 Clues: hem • edge • solid • vertex • volume • surface • surface • pyramid • cylinder • angles that are opposite to each other when two lines cross. It is also known as vertical angles. • a simple quadrilateral with two pairs of parallel sides. The opposite or facing sides are equal in length. • ...

Geometry Definitions 2017-05-24

Across

The distance between two points. This also has a formula to finding the middle distance between two points.
A four sided polygon.
Angles Two angles that add up to 180 degrees.
You can use cross multiply when solving these.These also utilized fraction and geometric means
Polygons Two congruent sides in a polygon
Every point of the shape must moved in the same direction and the same distance as the original image.
When a point turns a certain amount of degrees around the center.
Triangle A triangle that has two congruent sides. The two sides have to be the same length
Angle An angle that is greater than 90 degrees but smaller than 180 degrees. This angles is larger that both a right angle and a acute angle individually
Angle An angle that is less than 90 degrees but more than 0 degrees. This angle is also smaller than a right angle.

Down

Triangles An angle that has a 90 degrees. This angle is used when performing the Pythgerorem Theorem
Theorem A formula used to figure out the length of a specific side. This is used with right angles.
Bisector Passes through a midpoint. Usually passes through the middle of a line
Something that can be described as a flip. The original image and the flipped image are congruent.
Lines Two lines that are the same distance apart and never touch each other. These also have the same slope, therefore they will never intersect.
The side opposite of the right angle box. This is the C squared in to pythagorean theorem
A line that has a origin and continues on in any direction.
A line segment through a vertex
The middle value in a list of numbers. The total numbers have to be odd to

Map 2023-07-12

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A large area covered with trees, often depicted as green patches on a map.
A tool on a map that indicates the relationship between distances on the map and actual distances in the real world.
A natural flowing watercourse, often shown as a wavy line on a map.
A prominent or easily recognizable feature of a landscape or area, often used as a reference point on a map.
Large landforms that rise steeply above the surrounding area, often depicted as peaks or triangles on a map.
A place where airplanes take off, land, and are serviced, often shown as an airplane symbol on a map.
An area of land set aside for public enjoyment and recreation, often depicted as green spaces on a map.

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A key or explanatory guide that explains the symbols and colors used on a map to represent different features or objects.
A device that shows the four main directions (north, south, east, west) to help navigate on a map or in the real world.
A structure that connects two areas separated by a body of water or other obstacles, often depicted as a line or symbol.
A piece of land surrounded by water, often shown as a smaller landmass with water around it on a map.
A large body of water surrounded by land, usually depicted as a blue shape on a map.
A visual representation of an area, often showing its geographical features, landmarks, and directions.
A large and important human settlement, often marked as a dot or symbol on a map.
A route or path connecting different places, often shown as lines or highways on a map.

15 Clues: A natural flowing watercourse, often shown as a wavy line on a map. • A large area covered with trees, often depicted as green patches on a map. • A large and important human settlement, often marked as a dot or symbol on a map. • A large body of water surrounded by land, usually depicted as a blue shape on a map. • ...

Math Cross Word Puzzle 2021-01-29

Across

A quantity that may assume any one of a set of values
A numerical representation indicating the quotient of two numbers
The limit of the ratio of the change in a function to the corresponding change in its independent variable as the latter change approaches zero
Extending in the same direction, everywhere equidistant, and not meeting
A number that has a fixed value in a given situation or universally or that is characteristic of some substance or instrument
A formula, proposition, or statement in mathematics or logic deduced or to be deduced from other formulas or propositions
A branch of mathematics dealing with the collection, analysis, interpretation, and presentation of masses of numerical data
Equally distant
The ratio of the number of outcomes in an exhaustive set of equally likely outcomes that produce a given event to the total number of possible outcomes
A symbol written above and to the right of a mathematical expression to indicate the operation of raising to a power
The study of the properties of triangles and trigonometric functions and of their applications
Any of the natural numbers, the negatives of these numbers, or zero

Down

The perimeter of a circle
A method of computation or calculation in a special notation (as of logic or symbolic logic)
Any equation containing one term in which the unknown is squared and no term in which it is raised to a higher power
The figure formed by two lines extending from the same point
The exponent that indicates the power to which a base number is raised to produce a given number
A usually formal statement of the equality or equivalence of mathematical or logical expressions
A branch of mathematics that deals with the measurement, properties, and relationships of points, lines, angles, surfaces, and solids

19 Clues: Equally distant • The perimeter of a circle • A quantity that may assume any one of a set of values • The figure formed by two lines extending from the same point • A numerical representation indicating the quotient of two numbers • Any of the natural numbers, the negatives of these numbers, or zero • ...

Roof Framing 2020-11-25

Across

Exterior trim of a structure at the meeting of a roof and wall. It usually consists of panels, boards and moldings. Also, an inclusive term for all of the parts that enclose or finish off the overhang of a roof at the eaves.
One of a series of structural members of a roof designed to support roof loads.
Incline of a roof.
The distance a rafter extends upward above the wall plate.
A framed structure extending from and fastened to a roof slope and having a roof of its own. It provides a wall surface for installing a window.
Boards or prefabricated panels that are attached to the exterior studding or rafters of a structure.
Structural member that supports the soffit and runs between the lower end of a rafter and the outside wall.

Down

A wood member nailed to the ends of the rafters and lookouts and used for the outer face of a box cornice.
A slight arch in a beam or other horizontal member so the bottom of the member is straight when under load.
A structural unit consisting of such members as beams, bars and ties arranged to form triangles. Provides rigid support over wide spans with a minimal amount of material. Used to support roofs and joists.
The side of a right triangle opposite of the right angle. In roof framing, the length of the rafter is this.
The horizontal line at the junction of the top edges of two roof surfaces.
A plywood or steel plate fastened to the outside of a joint to give the joint strength.
The horizontal distance of rafters from the outer edge of the wall plate to the center of the ridge.
Horizontal roof members used to support rafters between the plate and the ridge board.

15 Clues: Incline of a roof. • The distance a rafter extends upward above the wall plate. • The horizontal line at the junction of the top edges of two roof surfaces. • One of a series of structural members of a roof designed to support roof loads. • Horizontal roof members used to support rafters between the plate and the ridge board. • ...

Japanese Words 2024-12-11

Across

a style of Japanese comic books and graphic novels, typically aimed at adults as well as children.
a Japanese dish consisting of small balls or rolls of vinegar-flavored cold cooked rice served with a garnish of raw fish, vegetables, or egg.
a form of entertainment, offered typically by bars and clubs, in which people take turns to sing popular songs into a microphone over prerecorded backing tracks.
a sport of unarmed combat derived from jujitsu and intended to train the body and mind. It involves using holds and leverage to unbalance the opponent.
a long high sea wave caused by an earthquake, submarine landslide, or other disturbance.
a portable cooking apparatus consisting of a small grill over a brazier.
a style of Japanese film and television animation, typically aimed at adults as well as children.
a Japanese quilted mattress rolled out on the floor for use as a bed.
A character, usually a girl, who has an obsessive and possessive side in regards to their crush, ready to use violent and murderous means to maintain an exclusive bond.

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a member of a powerful military caste in feudal Japan, especially a member of the class of military retainers of the daimyos.
the Japanese art of folding paper into decorative shapes and figures.
a small digital image or icon used to express an idea, emotion, etc.
a Japanese dish consisting of small balls or triangles of rice stuffed with a pickled or salted filling, and typically wrapped in dried seaweed.
foxes that possess paranormal abilities that increase as they get older and wiser.
a room or hall in which judo and other martial arts are practiced.

15 Clues: a room or hall in which judo and other martial arts are practiced. • a small digital image or icon used to express an idea, emotion, etc. • the Japanese art of folding paper into decorative shapes and figures. • a Japanese quilted mattress rolled out on the floor for use as a bed. • a portable cooking apparatus consisting of a small grill over a brazier. • ...

NECK 2022-09-10

Across

CERVICALIS IT'S ROOTS ARE C1,2,&3

Down

IT DIVIDES THE NECK INTO ANTERIOR AND POSTERIOR TRIANGLES

2 Clues: CERVICALIS IT'S ROOTS ARE C1,2,&3 • IT DIVIDES THE NECK INTO ANTERIOR AND POSTERIOR TRIANGLES

Chapter 14 Developing Geometric Thinking and Spatial Sense 2020-11-17

Chapter 14 Developing Geometric Thinking and Spatial Sense crossword puzzle

Across

one whose interior angles are all less than 180°; that is, any two points in a figure can be connected by a line segment that will be completely within the figure and all diagonals will remain inside the figure.
the study of the properties of figures that stay the same even under distortions, except tearing or cutting.
A nonconvex polygonal region
the movement of a figure about a line outside the figure, on a side of the figure, or intersecting with a vertex.
the points where edges of the shape meet
a flat region being covered with repetitions of the same figure without any overlapping.

Down

a seven-piece puzzle consisting of five triangles (2 large, 1 medium, and 2 small), one square, and one parallelogram cut from a square. These parts can be arranged to create different shapes, such as a rectangle, a large triangle, a boat, or a building.
two-dimensional figures with straight-line segments.
a movement along a straight line
a foundational subject to many other areas of mathematics, such as algebraic thinking involving patterns and problem-solving activities involving area and perimeter of geometric shapes. It also is about developing spatial sense—the ability to build and manipulate mental representations of two-and three-dimensional objects and perceive them accurately from different perspectives
three-dimensional shapes with faces consisting of polygons
changing an object. They can be achieved by twisting, bending, stretching, and shrinking

12 Clues: A nonconvex polygonal region • a movement along a straight line • the points where edges of the shape meet • two-dimensional figures with straight-line segments. • three-dimensional shapes with faces consisting of polygons • changing an object. They can be achieved by twisting, bending, stretching, and shrinking • ...

math 2024-06-13

Across

Plane: A two-dimensional plane formed by the intersection of a horizontal number line (x-axis) and a vertical number line (y-axis).
A mathematical sentence that compares two expressions using symbols like < (less than), > (greater than), ≤ (less than or equal to), ≥ (greater than or equal to).
Equation: An equation between two variables that forms a straight line when graphed.
Equation: An equation of the form ax^2 + bx + c = 0, where x represents an unknown variable and a, b, and c are constants.
The likelihood of an event occurring, often expressed as a fraction or percentage.
Formula : A formula used to solve quadratic equations of the form ax^2 + bx + c = 0, where x = [-b ± √(b^2 - 4ac)] / 2a.
of Equations: A set of two or more equations with the same variables. The solution is the set of values that satisfy all the equations simultaneously.
A relation between a set of inputs (domain) and a set of possible outputs (range) where each input is related to exactly one output.
Theorem: In a right triangle, the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides (a^2 + b^2 = c^2).
and Proportions: Understanding and solving problems involving ratios and proportions.

Down

A number that shows how many times a base number is multiplied by itself.
A relation between a set of inputs (domain) and a set of outputs (range) where each input is related to exactly one output.
The measure of the steepness of a line. It is calculated as the change in y-coordinates divided by the change in x-coordinates.
The branch of mathematics that deals with the relationships between the angles and sides of triangles.
Working with exponent rules and simplifying radical expressions.
To express a number or algebraic expression as a product of its factors.
The amount of space inside a shape. It is typically measured in square units.

17 Clues: Working with exponent rules and simplifying radical expressions. • To express a number or algebraic expression as a product of its factors. • A number that shows how many times a base number is multiplied by itself. • The amount of space inside a shape. It is typically measured in square units. • ...

Shapes 2023-07-05

Across

A shape that looks like a curved moon. It has a rounded shape with pointed ends.
A shape with two lines that intersect each other at a right angle. It is often seen as a symbol in religion.
A shape that looks like the symbol of love. It has a rounded bottom and two curves at the top.
A shape with a straight body and a pointed end. It is used to show direction, like on signs or in drawings.
A shape that is fluffy and irregular, like the clouds we see in the sky. It can be big or small and change shape.
A shape that looks like two triangles joined together. It has four sides and four corners.
A shape with five sides and five corners. It looks like a house or a shield.

Down

A shape with eight sides and eight corners. It looks like a stop sign or a big nut.
A shape with four sides and four right angles. It looks like a door or a picture frame.
A shape with three sides and three corners. It looks like a slice of pizza or a road sign.
A shape that is perfectly round like a ball or a coin. It has no corners or edges.
A shape with six sides and six corners. It looks like a stop sign or a beehive.
A shape with four equal sides and four right angles. It looks like a box or a piece of paper.
A shape with many points, like a star in the night sky. It has lines that connect to form a unique pattern.
A shape that is elongated and rounded, like an egg or a rugby ball. It is like a stretched-out circle.

15 Clues: A shape with five sides and five corners. It looks like a house or a shield. • A shape with six sides and six corners. It looks like a stop sign or a beehive. • A shape that looks like a curved moon. It has a rounded shape with pointed ends. • A shape that is perfectly round like a ball or a coin. It has no corners or edges. • ...

Trigonometric Ratio Vocabulary 2025-02-03

Trigonometric Ratio Vocabulary crossword puzzle

Across

A ratio is a comparison of two quantities that expresses how much of one value exists in relation to another.
A right triangle is a triangle that has one angle measuring 90 degrees.
The hypotenuse is the longest side of a right triangle, opposite the right angle.
A trigonometric ratio is a ratio of the lengths of two sides of a right triangle, used to relate the angles of the triangle to the sides.
Adjacent refers to the side of a right triangle that is next to a specific angle, excluding the hypotenuse.

Down

The properties of an angle refer to the characteristics that define its measure, including its vertex, the two rays that form it, and the space between them, which can be classified as acute, right, obtuse, or reflex.
The opposite side in a right triangle is the side that is across from a specific angle.
Cosine is a trigonometric ratio that compares the length of the adjacent side to the hypotenuse in a right triangle.
Theta is a symbol (θ) commonly used to represent an unknown angle in a triangle or geometric figure.
Tangent is a trigonometric ratio that compares the length of the opposite side to the adjacent side in a right triangle.
is a branch of mathematics that studies the relationships between the angles and sides of triangles.
Sine is a trigonometric ratio that compares the length of the opposite side to the hypotenuse in a right triangle.

12 Clues: A right triangle is a triangle that has one angle measuring 90 degrees. • The hypotenuse is the longest side of a right triangle, opposite the right angle. • The opposite side in a right triangle is the side that is across from a specific angle. • Theta is a symbol (θ) commonly used to represent an unknown angle in a triangle or geometric figure. • ...

Crime Scene Terms 2022-09-21

Across

Close up photography refers to a tightly cropped shot that shows a subject (or object) up close and with significantly more detail than the human eye usually perceives.
Should consist of the item of evidence, the fixed feature and the undistorted or un-skewed distance between.
A method in which the crime scene is divided into smaller sections and team members are assigned to search each section.
Their purpose is to show exactly where the scene was and to show all boundaries of the scene.

Down

is called the midpoint rule. , each rectangle touches the graph of the function at the top right corner of the rectangle.
Often used to find a particular object at a crime scene.
Function as the first full visual prototype. They're produced quickly and without much concern for composition or even aesthetics
calculating depreciation and amortization, the process of expensing an asset over a longer period of time than when it was purchased.
a tuning technique that attempts to compute the optimum values of hyperparameters.
Shows the direction of magnetic north
the wording on a map or diagram explaining the symbols used.
A sequential search algorithm that starts at one end and goes through each element of a list until the desired.
the tracing and measurement of a series or network of triangles in order to determine the distances and relative positions of points spread over a territory or region, especially by measuring the length of one side of each triangle and deducing its angles and the length of the other two sides by observation from this baseline.

13 Clues: Shows the direction of magnetic north • Often used to find a particular object at a crime scene. • the wording on a map or diagram explaining the symbols used. • a tuning technique that attempts to compute the optimum values of hyperparameters. • Their purpose is to show exactly where the scene was and to show all boundaries of the scene. • ...

Elements of Art 2025-08-27

Across

This element is the lightness or darkness of a color or the work of art.
This kind of shape is a two-dimensional form created with precise, mathematical measurements and clear boundaries, such as circles, squares, and triangles.
This kind of shape is organic and found often in nature. This shape is irregular and does not usually look symmetrical or the same on all sides.
These building blocks that make up a work of art.
This element is a path made by a moving point through space. It can be curvy, zigzag, or straight.

Down

These flat areas are enclosed by lines and are two-dimensional.
This is the name of pure color from the color wheel that all colors are made out of.
Artists create these three-dimensional elements that have multiple sides. Artists use line and value to create this element.
This element allows artists to show what the feeling of a surface looks like.
This texture is created when artists use lines and value to make their work look like it has texture, but it feels flat.
Artists use this element to create the illusion of depth within an artwork. This makes it look like some objects are closer or further away from the front of the work of art.
This element is light reflecting off a surface into our eyes.
Artists create this kind of texture that viewers can feel when they touch a work of art. This texture can be like the roughness of sand mixed into the artwork or the bumps on the surface.

13 Clues: These building blocks that make up a work of art. • This element is light reflecting off a surface into our eyes. • These flat areas are enclosed by lines and are two-dimensional. • This element is the lightness or darkness of a color or the work of art. • This element allows artists to show what the feeling of a surface looks like. • ...

Blah blah 2019-10-01

Across

MIT grad student led the creation of a new algorithm to produce the first-ever image of a black hole
African-American Mathematics professor who said "My entire career has been devoted to increasing the number of African American women in mathematics and mathematics-related careers."
Albert Einstein called this woman "the most significant creative mathematical genius thus far produced since the higher education of women began."
Self-taught Indian mathematician who proved over 3,000 theorems
Russian Mathematician who was the first developer of a non-Euclidean Geometry
Culmination of Chinese “magic” squares, circles and triangles,and earlier version of Pascal’s Triangle of binomial co-efficients
Persian mathematician who advocated for the Hindu numerals 1 to 9 and 0 in Islamic world and discovered key foundations of modern algebra
Inventor of natural logarithms who popularized the use of the decimal point
1st African American woman to earn PhD

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This English woman is now acknowledged as the world's first computer programmer.
Surname of George and Katherine, the Nigerian Father-Daughter duo who both earned PhD’s in mathematics (1972 & 1991)
This mathematician is quoted as saying "it is impossible to be a mathematician without being a poet in soul"
Egyptian mathematician was the first woman to make a substantial contribution to the development of mathematics.
Mathematician who became the first Iranian and only Woman to win the Fields Medal in Mathematics.
Hungarian who developed a non-Euclidean Geometry at the same time as ***
This mathematician submitted mathematical papers under a male name, but was later able to reveal her identity and became the first woman to win a prize from the French Academy of Sciences.
Chinese mathematician who solved linear equations using a matrices and calculated value of π correct to five decimal places in 3rd century
considered the mathematician who collaborated with the most other mathematicians. There is a number named after him that describes the collaborative distance of other math professors.

18 Clues: 1st African American woman to earn PhD • Self-taught Indian mathematician who proved over 3,000 theorems • Hungarian who developed a non-Euclidean Geometry at the same time as *** • Inventor of natural logarithms who popularized the use of the decimal point • Russian Mathematician who was the first developer of a non-Euclidean Geometry • ...

Module 9 DBA 2022-05-10

Across

an angle of 90°, as in a corner of a square or at the intersection of two perpendicular straight lines
the trigonometric function that is equal to the ratio of the sides (other than the hypotenuse) opposite and adjacent to an angle in a right triangle
a circle whose radius is equal to 1
the space between two intersecting lines or surfaces at or close to the point where they meet
a high school math student
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
a unit of measurement of angles, one three-hundred-and-sixtieth of the circumference of a circle

Down

a straight line passing from side to side through the center of a body or figure, especially a circle or sphere
lines that intesect at a right angle
are angles in standard position that have a common terminal side
a meeting point of two lines that form an angle
the conceptual operation of turning a system around an axis
a unit of angle, equal to an angle at the center of a circle whose arc is equal in length to the radius
the ratio of the hypotenuse to the shorter side adjacent to an acute angle (in a right-angled triangle); the reciprocal of a cosine
the ratio of the hypotenuse (in a right-angled triangle) to the side opposite an acute angle; the reciprocal of sine
a straight line from the center to the circumference of a circle or sphere

18 Clues: a high school math student • a circle whose radius is equal to 1 • lines that intesect at a right angle • a meeting point of two lines that form an angle • the conceptual operation of turning a system around an axis • are angles in standard position that have a common terminal side • a straight line from the center to the circumference of a circle or sphere • ...

word study q3 2023-01-27

Across

paralysis of all four limbs; tetraplegia.
not able to occur, exist, or be done.
a group of four people playing music or singing together.
forbidden by law, rules, or custom.
all existing matter and space considered as a whole; the cosmos. The universe is believed to be at least 10 billion light years in diameter and contains a vast number of galaxies; it has been expanding since its creation in the Big Bang about 13 billion years ago.
a Nordic skiing event in which the competitors combine cross-country skiing and rifle shooting.
continuously multiplying by five.
not connected with or relevant to something.
manage (something) badly or wrongly.
an eight-line section in a poem, song or psalm. The most notable example is found in Psalm 119 In the French renaissance the octonaire became a form of moralizing chanson. It can also mean of 8th rank or order.

Down

(in surveying) the tracing and measurement of a series or network of triangles in order to determine the distances and relative positions of points spread over a territory or region, especially by measuring the length of one side of each triangle and deducing its angles and the length of the other two sides by observation from this baseline.
a metric unit of length, equal to one tenth of a meter.
not candid or sincere, typically by pretending that one knows less about something than one really does.
a continuing sound, especially of a person's voice, that is unchanging in pitch and without intonation.
a metric unit of length, equal to one hundredth of a meter.
not known or familiar.
in a state of mind which prevents normal perception, behavior, or social interaction; seriously mentally ill.
a line of verse consisting of five metrical feet, or (in Greek and Latin verse) of two halves each of two feet and a long syllable.

18 Clues: not known or familiar. • continuously multiplying by five. • forbidden by law, rules, or custom. • manage (something) badly or wrongly. • not able to occur, exist, or be done. • paralysis of all four limbs; tetraplegia. • not connected with or relevant to something. • a metric unit of length, equal to one tenth of a meter. • ...

Bridge Vocabulary 2025-12-12

Across

A beam fabricated by riveting or welding steel plates together, often used as the main load-bearing element in bridges.
The science that studies the movement of air and how it interacts with solid objects, like a bridge deck.
The side-to-side and rotational movement of a bridge deck, often caused by wind.
The distance between two intermediate supports or the distance covered by a single bridge section.
The unsteady separation of airflow creating swirling eddies, which can cause lateral bridge motion, famously affecting the Tacoma Narrows Bridge.
A long projecting beam or structure anchored at only one end, used to support a bridge deck.

Down

A temporary wooden framework used to support the stones of an arch or dome while it is being built.
A vertical support structure, often in the middle of a river, that holds up the bridge superstructure.
The simplest and oldest type of bridge, essentially a rigid horizontal structure supported at its ends
A rigid framework, usually below the deck of a suspension bridge, added to resist bending and twisting.
A type of bridge where the deck hangs from vertical cables, which are themselves supported by large main cables slung between towers.
A type of bridge where the deck is directly supported by cables running from one or more towers.
The specific rate at which an object will vibrate if disturbed and allowed to oscillate freely.
A bridge built with projecting structures that are supported at one end and carry the span between them.
A bridge whose main support structure is a framework of interconnected triangles.
A phenomenon where an external force matching an object's intrinsic frequency causes dangerously large vibrations.
A repetitive motion, back and forth or up and down, around a central point.
A bridge that is shaped like a curved support, transferring the load outward to the abutments on either side

18 Clues: A repetitive motion, back and forth or up and down, around a central point. • The side-to-side and rotational movement of a bridge deck, often caused by wind. • A bridge whose main support structure is a framework of interconnected triangles. • A long projecting beam or structure anchored at only one end, used to support a bridge deck. • ...

Geometry 2022-07-19

Across

triangle a triangle that has one of its interior angles equal to 90 degrees or any one angle is a right angle.
a polygon with 3 sides.
angles nonadjacent angles formed by intersecting lines.
a theorem that states that if two angles and the non-included side of one triangle are congruent to the corresponding two angles and side of a second triangle.
exactly equal in size and shape.
in the same location in two or more objects.
a postulate that states that if two angles and the included side of one triangle are congruent to the corresponding two angles and included side of a second triangle.
two rays that share a common endpoint, referred to as a vertex from an angle; the rays form the sides of the angle.
in a right triangle the sides opposite the acute angles.
a postulate that states that if three sides of one triangle are congruent to three sides of a second triangle.

Down

a theorem that states that if the hypotenuse and leg of one right triangle are congruent to the hypotenuse and leg of a second triangle.
a pair of non-overlapping angles that have a common vertex and a common ray
a side between two angles or the angle between two sides.
line segment that joins two vertices in a shape.
statement two triangles are said to be congruent if one can be placed over the other so that they coincide.
in a right triangle, the side opposite the right angle.
a side or angle that isn't between two things.
a postulate that states that if two sides and the included angle of one triangle are congruent to the corresponding two sides and included angle of a second triangle.

18 Clues: a polygon with 3 sides. • exactly equal in size and shape. • in the same location in two or more objects. • a side or angle that isn't between two things. • line segment that joins two vertices in a shape. • angles nonadjacent angles formed by intersecting lines. • in a right triangle, the side opposite the right angle. • ...

Module 9 DBA 2022-05-10

Across

an angle of 90°, as in a corner of a square or at the intersection of two perpendicular straight lines
the trigonometric function that is equal to the ratio of the sides (other than the hypotenuse) opposite and adjacent to an angle in a right triangle
a circle whose radius is equal to 1
the space between two intersecting lines or surfaces at or close to the point where they meet
a high school math student
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
a unit of measurement of angles, one three-hundred-and-sixtieth of the circumference of a circle

Down

a straight line passing from side to side through the center of a body or figure, especially a circle or sphere
lines that intesect at a right angle
are angles in standard position that have a common terminal side
a meeting point of two lines that form an angle
the conceptual operation of turning a system around an axis
a unit of angle, equal to an angle at the center of a circle whose arc is equal in length to the radius
the ratio of the hypotenuse to the shorter side adjacent to an acute angle (in a right-angled triangle); the reciprocal of a cosine
the ratio of the hypotenuse (in a right-angled triangle) to the side opposite an acute angle; the reciprocal of sine
a straight line from the center to the circumference of a circle or sphere

Module 9 DBA 2022-05-10

Across

the conceptual operation of turning a system around an axis
the space between two intersecting lines or surfaces at or close to the point where they meet
the ratio of the hypotenuse (in a right-angled triangle) to the side opposite an acute angle; the reciprocal of sine
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
a high school math student
a straight line from the center to the circumference of a circle or sphere
an angle of 90°, as in a corner of a square or at the intersection of two perpendicular straight lines
the ratio of the hypotenuse to the shorter side adjacent to an acute angle (in a right-angled triangle); the reciprocal of a cosine
a unit of measurement of angles, one three-hundred-and-sixtieth of the circumference of a circle
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse

Down

a unit of angle, equal to an angle at the center of a circle whose arc is equal in length to the radius
lines that intesect at a right angle
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
are angles in standard position that have a common terminal side
the trigonometric function that is equal to the ratio of the sides (other than the hypotenuse) opposite and adjacent to an angle in a right triangle
a meeting point of two lines that form an angle
a circle whose radius is equal to 1
a straight line passing from side to side through the center of a body or figure, especially a circle or sphere

Spelling and Vocabulary Puzzle- List #73 2023-07-31

Spelling and Vocabulary Puzzle- List #73 crossword puzzle

Across

"Now children," said the wise, old man, "always remember that you have to ______________________ money by working hard before you are able to save any money."
"If you recall," said Mrs. Hutton, "we learned about triangles in our _____________________ lesson, and today we are going to learn about squares."
"I am hopeful that some day my ______________________ will be enough to support my family," stated the responsible young man.
"McDonald's is my favorite _______________________, Mommy!" said the annoying little girl.
After the boy's mom told him to do his homework, make his bed, brush his teeth and clean the dishes, he rolled his eyes and said, "________________________."
"Technology can be very _______________________ in life," stated the computer teacher, "but you have to know how to use it correctly."
"The price of ____________________ varies greatly depending on where it is located," explained the real estate agent.

Down

"In the animal kingdom," explained Mrs. Arnold, "__________________ and female animals often look very different from one another."
"If you want to live a healthy life," said the Health teacher, "you need to eat healthy foods, get enough sleep and ________________________ a few times a week."
It is difficult for people born after the year 2000 to ___________________ life without the Internet.
"I am just getting too old to ____________________ computers and cell phones efficiently," complained the 92 year old woman.
The World Studies teacher explained to the class that in parts of Northern Russia it gets _____________________ at 2:00 in the afternoon during the winter.
"Now that we are starting our review for the final exam," stated the teacher, "Let us _________________ upon all we have learned this year."

13 Clues: "McDonald's is my favorite _______________________, Mommy!" said the annoying little girl. • It is difficult for people born after the year 2000 to ___________________ life without the Internet. • "The price of ____________________ varies greatly depending on where it is located," explained the real estate agent. • ...

Elements of Art! 2025-08-27

Across

This element is the lightness or darkness of a color or the work of art.
This kind of shape is a two-dimensional form created with precise, mathematical measurements and clear boundaries, such as circles, squares, and triangles.
This kind of shape is organic and found often in nature. This shape is irregular and does not usually look symmetrical or the same on all sides.
These building blocks that make up a work of art.
This element is a path made by a moving point through space. It can be curvy, zigzag, or straight.

Down

These flat areas are enclosed by lines and are two-dimensional.
This is the name of pure color from the color wheel that all colors are made out of.
Artists create these three-dimensional elements that have multiple sides. Artists use line and value to create this element.
This element allows artists to show what the feeling of a surface looks like.
This texture is created when artists use lines and value to make their work look like it has texture, but it feels flat.
Artists use this element to create the illusion of depth within an artwork. This makes it look like some objects are closer or further away from the front of the work of art.
This element is light reflecting off a surface into our eyes.
Artists create this kind of texture that viewers can feel when they touch a work of art. This texture can be like the roughness of sand mixed into the artwork or the bumps on the surface.

Elements of Art 2025-08-28

Across

Artists create this kind of texture that viewers can feel when they touch a work of art. This texture can be like the roughness of sand mixed into the artwork or the bumps on the surface.
This element is light reflecting off a surface into our eyes.
Artists use this element to create the illusion of depth within an artwork. This makes it look like some objects are closer or further away from the front of the work of art.
When an artist places a barrier in front of paint to prevent it from sticking to paper, they are creating this.
This kind of shape is organic and found often in nature. This shape is irregular and does not usually look symmetrical or the same on all sides.
This element is a path made by a moving point through space. It can be curvy, zigzag, or straight.

Down

This element is the lightness or darkness of a color or the work of art.
These building blocks that make up a work of art.
This kind of shape is a two-dimensional form created with precise, mathematical measurements and clear boundaries, such as circles, squares, and triangles.
This element allows artists to show what the feeling of a surface looks like.
These flat areas are enclosed by lines and are two-dimensional.
This texture is created when artists use lines and value to make their work look like it has texture, but it feels flat.
Artists create these three-dimensional elements that have multiple sides. Artists use line and value to create this element.
This is the name of pure color from the color wheel that all colors are made out of.

14 Clues: These building blocks that make up a work of art. • This element is light reflecting off a surface into our eyes. • These flat areas are enclosed by lines and are two-dimensional. • This element is the lightness or darkness of a color or the work of art. • This element allows artists to show what the feeling of a surface looks like. • ...

Quadrilaterals 2023-04-28

Across

is a quadrilateral with two pairs of parallel sides. The opposite sides of a parallelogram are equal in length, and the opposite angles are equal in measure
is a quadrilateral with reflection symmetry across a diagonal
is a quadrilateral with one pair of opposite sides parallel.
quadrilateral is a four sided shape that can be inscribed into a circle
cross known as "crossbuck" is used as the conventional road sign used to indicate the point at which a railway line intersects a road at a level crossing, called a in this context.
Quadrilateral: a four-sided shape where no sides are equal in length and no internal angles are the same.
are quadrilaterals with 4 congruent sides and 4 right angles, and they also have two sets of parallel sides.
trapezoid is a trapezoid in which the top and bottom sides are parallel, while the remaining two non-parallel sides have the same length

Down

trapezium is a trapezium in which the non-parallel sides are equal in measure. In other words, the bases are parallel and the legs are equal in measure
is a quadrilateral in which all angles are right angles. A rectangle is a parallelogram, so its opposite sides are equal.
Describes a quadrilateral or polygon that has a cavity, or a cave.
of the quadrilateral bisect each other. The diagonals divide the quadrilateral into two pairs of congruent triangles. The intersection point of the diagonals is also the intersection point of the lines connecting the midpoints of the opposite sides of the quadrilateral (Figure 4).
Describes a quadrilateral or polygon that doesn't have a cavity.
is a quadrilateral with one pair of parallel opposite sides
is a quadrilateral whose all four sides are equal in length and opposite sides are parallel to each other

15 Clues: is a quadrilateral with one pair of parallel opposite sides • is a quadrilateral with one pair of opposite sides parallel. • is a quadrilateral with reflection symmetry across a diagonal • Describes a quadrilateral or polygon that doesn't have a cavity. • Describes a quadrilateral or polygon that has a cavity, or a cave. • ...

Food 2023-03-02

Across

you can slice in triangles and order it

Down

nugget you can order it on Macdonalds,Max and burger king

2 Clues: you can slice in triangles and order it • nugget you can order it on Macdonalds,Max and burger king

Food 2023-03-02

Across

you can slice in triangles and order it

Down

nugget you can order it on Macdonalds,Max and burger king

2 Clues: you can slice in triangles and order it • nugget you can order it on Macdonalds,Max and burger king

Food 2023-03-02

Across

you can slice in triangles and order it

Down

you can order it on Macdonalds,Max and burger king

2 Clues: you can slice in triangles and order it • you can order it on Macdonalds,Max and burger king

Shapes 2023-11-09

Across

A rounded or elliptical shape resembling a flattened circle. Ovals are often used in design and can be found in various objects, like mirrors.
A four-sided polygon with all sides of equal length and all angles of 90 degrees. Squares are commonly used in building blocks and tiles.
A round, two-dimensional figure with all points equidistant from the center. Circles are often found in nature and man-made objects, such as wheels.
A three-sided polygon with three angles. Triangles can vary in size and shape, and they are fundamental in geometry.
A five-sided polygon with five angles. Pentagons are used in geometry and can be found in designs of certain buildings and symbols.

Down

A four-sided figure with equal opposite angles but not necessarily equal sides. Diamonds are often used in playing cards and jewelry.
A four-sided polygon with opposite sides of equal length and all angles of 90 degrees. Rectangles are commonly used in frames and book covers.
A shape with multiple pointed ends, often associated with celestial bodies. Stars are commonly used in flags and festive decorations.
A six-sided polygon with six angles. Hexagons are often seen in beehives and can be used in patterns and designs.
A symbol or shape representing love or affection, often with a curved top and two lobes at the bottom. Hearts are commonly used in decorations and art.

10 Clues: A six-sided polygon with six angles. Hexagons are often seen in beehives and can be used in patterns and designs. • A three-sided polygon with three angles. Triangles can vary in size and shape, and they are fundamental in geometry. • ...

Pandemonium Elims 2 2021-12-06

Across

Find the slope of a line that passes through the points(2,0)and(2,3).
A number is greater than 3 but less than 8. Also, the number is greater than 6 but less than 10. What is the number?
An object is heated to 838◦ and then allowed to cool in air that is 70◦ Suppose that it takes 2 hours to cool the object to 313◦. Then it takes minutes to cool the object to 646◦ Hint: Use Newton’s law of cooling.
If the largest angle in a triangle is 70o, what is least possible value of the smallest angle of the triangle?
If tan^4θ + tan^2θ = 1, then the value of cos^4θ + cos^2θ is

Down

The maximum value achieved by x + 2y + 4z on the sphere x^2+y^2+z^2=7 is a √3 where a =
How many equal sides do Icosahedrons have?
Find the slope of the line tangent to f(x) at x=3. f(x)=x^2−6x+9
Consider an equilateral triangle of a side of unit length. A new equilateral triangle is formed by joining the mid-points of one, then a third equilateral triangle is formed by joining the mid-points of second. The process is continued. The perimeter of all triangles, thus formed is
What is the measure of in radius of the triangle whose sides are 24, 7 and 25?

10 Clues: How many equal sides do Icosahedrons have? • If tan^4θ + tan^2θ = 1, then the value of cos^4θ + cos^2θ is • Find the slope of the line tangent to f(x) at x=3. f(x)=x^2−6x+9 • Find the slope of a line that passes through the points(2,0)and(2,3). • What is the measure of in radius of the triangle whose sides are 24, 7 and 25? • ...

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