triangles Crossword Puzzles

vocab words 2024-10-22

Across

how light or dark design elements appears
one of the main properties of a color
geometric shapes
green, blue and purple
mixing and matching a wide range of décor to create a space that is surprising, personal, and visually interesting
includes all building related elements and components generally part of the building itself
yellow, orange, red
any mixture of a hue or pure colors with black
primary and secondary colours combined
the visually satisfying effect of combining similar or related elements
the area available to work within a room
having a focal point for your graphic artwork
shapes like squares, triangles, circles and polygons are widely used in interior design to achieve order
the relationship and balance of different elements to one another
a mark connecting two points
evokes a sense of softness, fluidity, and organic grace

Down

the relative size of an element in a design when compared to another element
red, yellow, and blue
a color scheme that is based on a single color, or hue
orange, green and violet
helps achieve a balanced room layout by assessing the floor space covered by furniture
a line going up and down
any mixture of a hue or pure colors with white
any three-dimensional object
the lightness or darkness of an object
varying the scale or color of patterns
an object's physical feeling or visual appearance
a decorating style inspired by abstract art
the relative purity, vividness or saturation of a colour
a line going side to side
when the elements in a space combine to make a balanced

31 Clues: geometric shapes • yellow, orange, red • red, yellow, and blue • green, blue and purple • orange, green and violet • a line going up and down • a line going side to side • any three-dimensional object • a mark connecting two points • one of the main properties of a color • the lightness or darkness of an object • varying the scale or color of patterns • ...

Math Vocabulary 2026-05-18

Across

A three-dimensional geometric solid that has a flat polygonal base and flat triangular faces that meet at a common top point called the apex.
When X increases then Y also increases
The line on a graph that is drawn from bottom to top.
The specific words that tell you if a number is positive or negative.
If I draw straight lines connecting corresponding vertices (corners) of the original and new lines
The exact point where a line or curve crosses the vertical y-axis on a graph.
The horizontal line on a graph or coordinate grid.
A small angle that is less than 90 degrees but greater than 0 degrees.
It defines the size, span, or amount of rotation between two rays that share a common endpoint called the vertex

Down

The line that passes through the given points.
Decomposing the surface into two triangles and three rectangles.
Below zero
A relationship between two variables that produces a straight line when graphed, indicating a constant rate of change
Obtuse to the angle
Subzero
A 3-dimensional solid with two identical, parallel circular bases connected by a curved surface.
A decimal number where a digit or a block of digits repeats infinitely
A graph that uses dots to show the relationship between two numerical variables
The vertical change how far a line moves up or down between two points
A figure formed by two rays that have a common endpoint called the vertex.
When a number between 1 and 10 is multiplied by a power of 10

21 Clues: Subzero • Below zero • Obtuse to the angle • When X increases then Y also increases • The line that passes through the given points. • The horizontal line on a graph or coordinate grid. • The line on a graph that is drawn from bottom to top. • When a number between 1 and 10 is multiplied by a power of 10 • Decomposing the surface into two triangles and three rectangles. • ...

Shape Vocabulary Part 1 2022-10-24

Shape Vocabulary Part 1 crossword puzzle

Across

Form Forms in paintings and sculptures that emphasize openings.
An element of art. An enclosed space is defined by other art elements such as line, color, and texture.
Shape In pictures, these are the figures.
Form Forms in painting and sculpture with few or no openings or negative shapes.
In artwork, negative or background shapes appear underneath or surrounding a figure.
Shapes Free forms, or shapes and forms that represent living things having irregular edges, distinguished from the regular edges of geometric shapes.
An element of design that appears three-dimensional and encloses volume such as a cube, sphere, pyramid, or cylinder. A term may also refer to the characteristics of an artwork’s visual elements (lines, color, texture, etc.) distinguished from its subject matter.

Down

A method of applying perspective to an object or figure so that it seems to recede in space by shortening the depth dimension, making the form appear three-dimensional.
Shapes in pictures make up the ground.
Shapes Mechanical, human-made shapes such as squares, triangles, circles, etc. Geometric shapes have regular edges of geometric shapes.
In artwork, a positive or main shape appears on top of background shapes.

11 Clues: Shapes in pictures make up the ground. • Shape In pictures, these are the figures. • Form Forms in paintings and sculptures that emphasize openings. • In artwork, a positive or main shape appears on top of background shapes. • Form Forms in painting and sculpture with few or no openings or negative shapes. • ...

Math Semester Project 2026-05-18

Across

A group of points in a scatter plot that are near each other.
A single fixed number (unlike a variable, whose value can vary).
A dilation by a positive number r about a point A is a transformation that moves each other point B along the ray from A that passes through B, and multiplies distances from A by r. A is called the center of the dilation.
law of addition: For any two numbers a and b, a+b=b+a.
A number that is raised to a power.
angles: Two angles that are formed by a transversal and each of the two lines that the transversal intersects, if the angles are in the same position relative to those lines. Usually we only talk about corresponding angles if the two lines are parallel, and in that case corresponding angles will have equal measures. Conversely, if any transversal creates two corresponding angles that are equal in measure, then the two lines are parallel.
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).
value: The distance a number is from 0.
The study of mathematical symbols and the rules for manipulating those symbols.
law of addition: For any three numbers a, b, and c, it is always true that (a+b)+c=a+(b+c).
The angle ∠ABC consists of the two rays from B that pass through A and C respectively. The spread between the directions of these rays is measured in degrees (°), and this measure is occasionally written m∠ABC, or sometimes ∠ABC, or even ∠B. 360° is a complete revolution.
The bottom number or expression in a fraction.
A relationship or pattern linking the values of two variables.
root: The cube root of a, written 3√a, is the number whose cube is a. That is, (3√a)3=a.
angle: An angle that measures less than 90°.
A fractional quantity written with a decimal point (like 0.5).
A point on a 2-dimensional plane is described by a pair (x,y). The coordinate x is given by the labels below the grid, and the coordinate y is given by the labels to the left of the grid.
The distance between two points A and B is the length of the line segment AB.
relative frequency: A joint frequency divided by the total of its row or column in a two-way frequency table.
function: A function whose output decreases when its input increases.
an expression: Using the distributive law to turn expressions which need parentheses (like 3(x+2)) into expressions which do not (like 3x+6).
plane: A 2-dimensional flat surface used for plotting points, lines, curves, and regions. It contains an x and a y axis which intersect at the origin.
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.

Down

law of multiplication: For two numbers a and b, a(b)=b(a).
A solid figure formed by taking a flat circular disk and extending it straight up.
A mathematical sentence with an equals sign (like 3x+5=11).
A solid figure formed by taking a flat circular disk and extending it up to a single point.
A way to tell that two triangles are similar, by comparing two angles in each triangle. Two triangles ▵ABC and ▵A′B′C′ are similar when the measures of ∠A and ∠A′ are equal and the measures of ∠B and ∠B′ are equal.
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.
law of multiplication: For any three numbers a, b, and c, it is always true that (a(b))(c)=a(b(c)).
even: Have a profit of zero (that is, make exactly as much money as you spend).
A combination of variables and numbers using arithmetic (like 6−x).
A constant that a variable or expression is multiplied by.
The distance between two quantities, or the answer to a subtraction problem.
grid: A grid used to illustrate values of algebraic expressions.
In a power, the number of times the base is multiplied by itself.
fit line: When the points on a grid are not all on a straight line, but seem to have a somewhat linear pattern, you can find a line that is the “best fit” (closest) to the points.
In economics, how much money a company spends to produce a product.
grid: A grid of lines on a coordinate plane that makes it easy to see (x,y) coordinates of locations in that plane.
The cube of a number x is x3, which is the volume of a cube whose edges each have length x.
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.
The size of a region in the plane, measured in unit squares (squares with side length 1).
Two fractions are equivalent if they have the same numerical value. Two equations are equivalent if they have the same solution set.
A collection of related measurements.
Cubing a number x means computing the cube of x, namely x3.
to the Pythagorean Theorem: If a triangle has side lengths a, b and c, and a2+b2=c2, then the triangle is a right triangle and c is the length of the side opposite its right angle.

46 Clues: A number that is raised to a power. • A collection of related measurements. • value: The distance a number is from 0. • angle: An angle that measures less than 90°. • The bottom number or expression in a fraction. • law of addition: For any two numbers a and b, a+b=b+a. • law of multiplication: For two numbers a and b, a(b)=b(a). • ...

Elements of Art 2026-04-16

Across

A mark made by a pointed tool. Lines can be long, short, thick, thin, straight, curved, zigzag, or implied.
A 3D object that has height, width, and depth. Forms can be geometric or organic and appear in both sculptures and drawings that look 3-dimensional.
A flat, enclosed area created by a line. Shapes can be geometric (circles, squares, triangles) or organic (free-form shapes).
The lightness or darkness of a color. Artists use value to show depth, create shadows, and make shapes look 3-dimensional.

Down

The visual quality created by light. Color includes hue, value (light/dark), and intensity (brightness).
How something feels or looks like it would feel. Texture can be actual (real) or implied (drawn to look textured).
The area around, within, or between objects. Artists show space using overlap, size change, placement, and perspective

7 Clues: The visual quality created by light. Color includes hue, value (light/dark), and intensity (brightness). • A mark made by a pointed tool. Lines can be long, short, thick, thin, straight, curved, zigzag, or implied. • How something feels or looks like it would feel. Texture can be actual (real) or implied (drawn to look textured). • ...

ALttPR Crosswor(l)d Keysanity 2021-02-03

ALttPR Crosswor(l)d Keysanity crossword puzzle

Across

Ganon will appear inside Hyrule Castle exclusively in this gamemode
Enabling Boss Shuffle can cause this creature to have more eyes than usual...
This special randomizer is the only way to encounter the unused cannon soldiers
The only dungeon where every small key is in a pot
This confusing dungeon has more entrances than any other in the game
The 5-chest house in Kakariko Village is owned by the Boss of this dungeon
The main antagonist of ALttP
A glitched state where Link seems to be both a bunny and not a bunny at the same time
You'll have to explore the world for shiny triangles rather than fight Ganon

Down

This cave's entrance doesn't seem to be logically in the right place...
This cave on Death Mountain had its enemies changed to Eyegores in the GBA remake
Obtaining this item is the easiest way to navigate the Dark World
Link is rewarded with these after reading stone tablets with the Master Sword
You need three of these to obtain the pedestal's item
Term used to describe something unmodified from the original game
The name of a popular entrance shuffle gamemode
If you see the Bombos symbol in the Ice Palace, you know you ended up with this...
Dark World cave south of the bomb shop
This wise man is known for his tongue-twisting name
Entrances won't even return you where you came from in this hellish randomizer mode
You can preform this glitch with the Pegasus Boots, but you can only let go of the A button for one frame at a time

21 Clues: The main antagonist of ALttP • Dark World cave south of the bomb shop • The name of a popular entrance shuffle gamemode • The only dungeon where every small key is in a pot • This wise man is known for his tongue-twisting name • You need three of these to obtain the pedestal's item • Obtaining this item is the easiest way to navigate the Dark World • ...

Ssc 2021-02-23

Across

This method , also called flame fusion.
How many common types of lattice structure are there to which most metals belong?
The only element that crystallizes in a simple cubic unit cell
one common examples of network solids
four of atoms per unit cell
the most important of network covalent solids, which consists of covalently bonded silicon and oxygen atoms
substances which have tendency "common electrons"
it can be amorphous and crystalline
Soft and sliippery allotropic modification of carbon
It can occur only if radii differ by 15-30%
in a nonpolar molecular solid, there is an intermolecular force called ... force
This hole lies between two triangles on addicting layers
synonim of allotropy for different crystalline forms of the same species

Down

C60
bond element which has non-polar
is a typical metal with a face-centered cubic lattice structure
hydrogen-bonded crystals
solids which do not conduct electricity when they are in solid form
The metals Ti, Co, Zn, Mg typically occur ... lattice structure with maximum packing.
metals are good conductors of..
is the type of solid where the particles are completely disorganized
The properties of metals and alloys are dependent on their ....... structure
it looks like a substance particles arranged in an orderly fashion, it is transparent, but in fact it is amourphous
also called fullerenes, were one of the first nanoparticles discovered(22)
The surface image of the ehat element was the first observation done by Scunning tunneling microscopy
How many crystal systems are there?
decision factor when selecting an electron microscope
This crystals has “sea” of mobile mobile valence electrons

28 Clues: C60 • hydrogen-bonded crystals • four of atoms per unit cell • metals are good conductors of.. • it can be amorphous and crystalline • How many crystal systems are there? • bond element which has non-polar • one common examples of network solids • This method , also called flame fusion. • It can occur only if radii differ by 15-30% • ...

math ec 2020-12-22

Across

the reverse process of expanding logarithms
formula used for finding the length of a segment
this is typically in a straight line, that best approximates all the individual data points
cross the x-axis
system two-dimensional plane consisting of the x and y axis. The axes divide the plane into four sections
uses the formula (X1+X2/2, Y1+Y2/2)
the point (0,0)
complete set of possible values of the independent variables
what the four regions on a graph are called
when no x's or y's repeat
to find this you have to multiply the number of degrees by PI/180
angle angle rotated in counter-clockwise
function b is a positive real number not equal to 1 and x occurs as an exponent
the formula A=1/2*r^2*𝛉
triangles a refernce to help determine trig values

Down

similar parts facing each other or around an axis
cross the y-axis
angle angle rotated clockwise
interest The formula A=P(1+r/n)^n t
a continuous measure part of the circle
helps to easily calculate COS, TAN, and SIN of any angle between 0 and 360
the formula S=r*𝛉
how high the curve is
the formula A=1/2*b*h
line that runs up and down on a graph
half of the diameter is known as
how long it takes for one full cycle through the function
the set of all possible values that a function can take
steepness of a linear graph
to find this you have to multiply radians by 180/PI

30 Clues: the point (0,0) • cross the y-axis • cross the x-axis • the formula S=r*𝛉 • how high the curve is • the formula A=1/2*b*h • the formula A=1/2*r^2*𝛉 • when no x's or y's repeat • steepness of a linear graph • angle angle rotated clockwise • half of the diameter is known as • interest The formula A=P(1+r/n)^n t • uses the formula (X1+X2/2, Y1+Y2/2) • line that runs up and down on a graph • ...

New Girl 2021-04-04

Across

Coach and May move to this Manhattan-adjacent city
May plays this instrument
The name Winston gives to the kitten he finds in the bar
Robbie’s occupation is designing these
Winston’s first wife
Schmidt once guessed this actress’s phone number by randomly choosing numbers
She has a hamster and drives a bus
Nick’s favorite part of trail mix
Nick’s Chicago-born alter ego
Jess lost her virginity to this person
Jess watches this movie repeatedly after breaking up with Spencer
This is Jess’s middle name
This is the gift Julia bought for Nick while she was out of town

Down

The product that Nick and Schmidt originally designed for their pitch to Lori Greiner
Sexual activity involving racial slurs and dolphin noises
The name of the new trendy bar that goes in down the street from The Griffin
The name of Ruth’s preschool
This is Shivrang’s true love
Who does Schmidt invite to Bangsgiving?
Schmidt is from this city
This is where Nick sees himself living in the future
The name of the Chinese restaurant that delivers too many menus
Winston’s undercover alias, a combination of his two favorite singers
This is who Schmidt wanted to run for President in 2020
Reagan is left alone on a train to this city
The name of Schmidt and Cece’s house
The first book that Nick finishes writing
Who would Nick trust with his life?
Winston lost his virginity to this person
This is the name of the song Jess listens to on repeat after breaking up with Russell

30 Clues: Winston’s first wife • Schmidt is from this city • May plays this instrument • This is Jess’s middle name • The name of Ruth’s preschool • This is Shivrang’s true love • Nick’s Chicago-born alter ego • Nick’s favorite part of trail mix • She has a hamster and drives a bus • Who would Nick trust with his life? • The name of Schmidt and Cece’s house • ...

GEOMETRY 2021-05-21

Across

triangle all sides of this triangle measure differently.
a plane figure with at least three straight sides and angles.
angle Is an angle that measures less than 90 ° and they are in figures like equilateral triangles.
angles are angles with the same measure.
a quadrilateral with no sides parallel.
triangle is a type of triangle with at least two equal sides and two equal angles.
a shape of 4 sides
figure with four equal sides and four right angles. (Belongs to polygons because its four equal sides whose vertices form 90-degree angles)
is part of a line that has a starting point but does not have an endpoint.

Down

lines lines that never cross and are always the same distance apart.
It is a 3d shape that is considered a regular solid shape with six faces with 8 vertices and its base is a square.
collection of points that have a straight path.
triangle is a triangle that has three sides of equal length or is also known as a regular triangle.
a round plane figure with a circumference and a center point.
is the point where two or more elements meet, such as lines, rays or segments.
is the total length or sum of all the sides of a shape, to find it on a rectangle or square, you add the lengths of all the four sides.
angle is a type of angle that is always larger than 90° but less than 180°.
everything that occupies space.
three-dimensional figure that has a flat surface and a curved surface, pointed the top.
angle angle that measures exactly 90º.

20 Clues: a shape of 4 sides • everything that occupies space. • a quadrilateral with no sides parallel. • angle angle that measures exactly 90º. • angles are angles with the same measure. • collection of points that have a straight path. • triangle all sides of this triangle measure differently. • a round plane figure with a circumference and a center point. • ...

Vocab Crossword Puzzle 2021-10-10

Across

a flat surface that expends indefinitely in all directions.
repetitions of observations of the same item/focus that occur in single or multiple cases.
an angle that measures more than 90 degrees.
the longest side of a right triangle.
when lines intersect to form right angles.
an angle that measures exactly 180 degrees.
a statement that we can't prove but will accept it as being true.
has two endpoints.
an educated guess that is based on examples in a pattern.
has one endpoint.
two airplanes flying at different altitudes and different directions.
represents a location in space.
a point where two straight lines or rays meet.
points that lie on the same line.
one thousandth of a meter.
an ancient greek philosopher and the founder of pythagoreanism.

Down

objects that lie on the same plane.
the same slope or steepness and never intersect.
a flat geometric figure that has three sides and three angles.
made up of an infinite set of points and extend indefinitely and have no thickness or width.
an angle that measures less than 90 degrees.
the process of arriving at a conclusion based on a set of observations.
a quadrilateral with opposite sides parallel and equal.
the sum of the squares on the legs of a right triangle is equal to the square on the hypotenuse.
two rays with a common endpoint.
a set of numbers arranged in a sequence such that they are related to each other in a specific rule.
one of a triangles sides.
when two or more lines meet or cross each other in a plane.

28 Clues: has one endpoint. • has two endpoints. • one of a triangles sides. • one thousandth of a meter. • represents a location in space. • two rays with a common endpoint. • points that lie on the same line. • objects that lie on the same plane. • the longest side of a right triangle. • when lines intersect to form right angles. • an angle that measures exactly 180 degrees. • ...

Weather Crossword Puzzle 2021-11-09

Weather Crossword Puzzle crossword puzzle

Across

2. A weather system that is the boundary separating two different types of air.
15. The circulation of the wind in a high pressure system moves "".
9. The front in which a warm air mass is trapped by two cold fronts.
10. In winter, warm fronts bring this type of precipitation.
12. What does the "C" stand for in cT ("" Tropical)
6. The weather instrument in which it indicates which direction the wind is going.
8. The front in which it is represented by a blue line and triangles.
13. The pressure system in which it is represented as a red "L" on a weather map.
7. The color of the line that represents occluded fronts.
18. A breeze going from the sea to he land.

Down

5. The weather instrument that measures air pressure.
17. A breeze going from the land to sea.
3. The front in which a cold and warm air mass meet, but none of them have any force to push up one another.
16.The circulation of the air during a low pressure system moves "".
20.The type of winds that are the main belts of wind in a particular directions across the Earth.
4. The front which is represented with a red curved line, with red half circles on them.
1.The weather instrument that indicates/measures temperature.
14. The pressure system in which it is represented as a blue "H" on the weather map.
11. What does the "P" stand for in mP (Maritime "")
19. The type of winds that blow over a limited area.

20 Clues: 17. A breeze going from the land to sea. • 18. A breeze going from the sea to he land. • 12. What does the "C" stand for in cT ("" Tropical) • 11. What does the "P" stand for in mP (Maritime "") • 19. The type of winds that blow over a limited area. • 5. The weather instrument that measures air pressure. • 7. The color of the line that represents occluded fronts. • ...

Weather Menu Crossword 2021-11-15

Across

is shown on a weather map by a blue H
Cloud type that appears feathery or wispy, made from ice crystals
Thunderstorm clouds that come in rainy or bad weather that can bring heavy rain, hail, and even tornados
In a high-pressure system, you would expect ____ weather (good,bad)
When there is a ____ passing by, you can expect thunderstorms
Where do cold and warm air masses meet in a stationary boundary?
A large body of air that has the same temperature and density throughout
Low pressure systems rotate
Is associated with bad weather and is shown on a weather map by a blue L
If a air mass formed over the land near the equator it would be called
This front is shown on a weather map by red triangles

Down

When a warm front and a cold front collide, but neither of them have enough energy to move the other
Water in any form falling from clouds. Ex. rain, drizzle, hail, snow, sleet
A person who studies weather
What type of front is caused by two cold fronts pushing up a warm front
Big storms spin due to the ____ effect
If a breeze is coming from the sea onto the land it is a ___ breeze
Measures atmospheric pressure
If a air mass formed over the water over the poles it would be called
The two types of winds are local and ___ winds
When air masses meet but do not mix due to the differences in temperature and density
Clouds that are flat, low, and grey. Tend to produce steady, light precipitation
Sea and land breezes are ___ winds
Wind is caused by the uneven heating of the ____

24 Clues: Low pressure systems rotate • A person who studies weather • Measures atmospheric pressure • Sea and land breezes are ___ winds • is shown on a weather map by a blue H • Big storms spin due to the ____ effect • The two types of winds are local and ___ winds • Wind is caused by the uneven heating of the ____ • This front is shown on a weather map by red triangles • ...

Weather Menu Crossword 2021-11-15

Across

Cloud type that appears feathery or wispy, made from ice crystals
Big storms spin due to the ____ effect
Water in any form falling from clouds. Ex. rain, drizzle, hail, snow, sleet
pressure, Is associated with bad weather and is shown on a weather map by a blue L
A person who studies weather
mass, A large body of air that has the same temperature and density throughout
front, This front is shown on a weather map by red triangles
Wind is caused by the uneven heating of the ____
Sea and land breezes are ___ winds
Where do cold and warm air masses meet in a stationary boundary?
In a high-pressure system, you would expect ____ weather (good,bad)
Low pressure systems rotate

Down

Thunderstorm clouds that come in rainy or bad weather that can bring heavy rain, hail, and even tornados
If a breeze is coming from the sea onto the land it is a ___ breeze
front, What type of front is caused by two cold fronts pushing up a warm front
pressure, is shown on a weather map by a blue H
The two types of winds are local and ___ winds
polar, If a air mass formed over the water over the poles it would be called
Measures atmospheric pressure
front, When a warm front and a cold front collide, but neither of them have enough energy to move the other
Clouds that are flat, low, and grey. Tend to produce steady, light precipitation
front, When there is a ____ passing by, you can expect thunderstorms
Tropical, If a air mass formed over the land near the equator it would be called
When air masses meet but do not mix due to the differences in temperature and density

24 Clues: Low pressure systems rotate • A person who studies weather • Measures atmospheric pressure • Sea and land breezes are ___ winds • Big storms spin due to the ____ effect • The two types of winds are local and ___ winds • pressure, is shown on a weather map by a blue H • Wind is caused by the uneven heating of the ____ • ...

Weather Menu Crossword 2021-11-15

Across

Cloud type that appears feathery or wispy, made from ice crystals
Big storms spin due to the ____ effect
Water in any form falling from clouds. Ex. rain, drizzle, hail, snow, sleet
pressure, Is associated with bad weather and is shown on a weather map by a blue L
A person who studies weather
mass, A large body of air that has the same temperature and density throughout
front, This front is shown on a weather map by red triangles
Wind is caused by the uneven heating of the ____
Sea and land breezes are ___ winds
Where do cold and warm air masses meet in a stationary boundary?
In a high-pressure system, you would expect ____ weather (good,bad)
Low pressure systems rotate

Down

Thunderstorm clouds that come in rainy or bad weather that can bring heavy rain, hail, and even tornados
If a breeze is coming from the sea onto the land it is a ___ breeze
front, What type of front is caused by two cold fronts pushing up a warm front
pressure, is shown on a weather map by a blue H
The two types of winds are local and ___ winds
polar, If a air mass formed over the water over the poles it would be called
Measures atmospheric pressure
front, When a warm front and a cold front collide, but neither of them have enough energy to move the other
Clouds that are flat, low, and grey. Tend to produce steady, light precipitation
front, When there is a ____ passing by, you can expect thunderstorms
Tropical, If a air mass formed over the land near the equator it would be called
When air masses meet but do not mix due to the differences in temperature and density

Weather Menu Crossword 2021-11-15

Across

Cloud type that appears feathery or wispy, made from ice crystals
Big storms spin due to the ____ effect
Water in any form falling from clouds. Ex. rain, drizzle, hail, snow, sleet
pressure, Is associated with bad weather and is shown on a weather map by a blue L
A person who studies weather
mass, A large body of air that has the same temperature and density throughout
front, This front is shown on a weather map by red triangles
Wind is caused by the uneven heating of the ____
Sea and land breezes are ___ winds
Where do cold and warm air masses meet in a stationary boundary?
In a high-pressure system, you would expect ____ weather (good,bad)
Low pressure systems rotate

Down

Thunderstorm clouds that come in rainy or bad weather that can bring heavy rain, hail, and even tornados
If a breeze is coming from the sea onto the land it is a ___ breeze
front, What type of front is caused by two cold fronts pushing up a warm front
pressure, is shown on a weather map by a blue H
The two types of winds are local and ___ winds
polar, If a air mass formed over the water over the poles it would be called
Measures atmospheric pressure
front, When a warm front and a cold front collide, but neither of them have enough energy to move the other
Clouds that are flat, low, and grey. Tend to produce steady, light precipitation
front, When there is a ____ passing by, you can expect thunderstorms
Tropical, If a air mass formed over the land near the equator it would be called
When air masses meet but do not mix due to the differences in temperature and density

Weather Menu Crossword 2021-11-15

Across

Thunderstorm clouds that come in rainy or bad weather that can bring heavy rain, hail, and even tornados
Wind is caused by the uneven heating of the ____
Low pressure systems rotate
In a high-pressure system, you would expect ____ weather (good,bad)
If a breeze is coming from the sea onto the land it is a ___ breeze
Water in any form falling from clouds. Ex. rain, drizzle, hail, snow, sleet
The two types of winds are local and ___ winds
When air masses meet but do not mix due to the differences in temperature and density
Clouds that are flat, low, and grey. Tend to produce steady, light precipitation
When there is a ____ passing by, you can expect thunderstorms
If a air mass formed over the land near the equator it would be called
If a air mass formed over the water over the poles it would be called

Down

When a warm front and a cold front collide, but neither of them have enough energy to move the other
What type of front is caused by two cold fronts pushing up a warm front
Is associated with bad weather and is shown on a weather map by a blue L
is shown on a weather map by a blue H
Measures atmospheric pressure
This front is shown on a weather map by red triangles
Where do cold and warm air masses meet in a stationary boundary?
Cloud type that appears feathery or wispy, made from ice crystals
Sea and land breezes are ___ winds
Big storms spin due to the ____ effect
A large body of air that has the same temperature and density throughout
A person who studies weather

Weather Menu Crossword 2021-11-15

Across

is shown on a weather map by a blue H
Cloud type that appears feathery or wispy, made from ice crystals
Thunderstorm clouds that come in rainy or bad weather that can bring heavy rain, hail, and even tornados
In a high-pressure system, you would expect ____ weather (good,bad)
When there is a ____ passing by, you can expect thunderstorms
Where do cold and warm air masses meet in a stationary boundary?
A large body of air that has the same temperature and density throughout
Low pressure systems rotate
Is associated with bad weather and is shown on a weather map by a blue L
If a air mass formed over the land near the equator it would be called
This front is shown on a weather map by red triangles

Down

When a warm front and a cold front collide, but neither of them have enough energy to move the other
Water in any form falling from clouds. Ex. rain, drizzle, hail, snow, sleet
A person who studies weather
What type of front is caused by two cold fronts pushing up a warm front
Big storms spin due to the ____ effect
If a breeze is coming from the sea onto the land it is a ___ breeze
Measures atmospheric pressure
If a air mass formed over the water over the poles it would be called
The two types of winds are local and ___ winds
When air masses meet but do not mix due to the differences in temperature and density
Clouds that are flat, low, and grey. Tend to produce steady, light precipitation
Sea and land breezes are ___ winds
Wind is caused by the uneven heating of the ____

TRIGONOMETRIC IDENTITIES 2022-01-28

TRIGONOMETRIC IDENTITIES crossword puzzle

Across

The ______ which says that an unknown side can be found from two known sides and the angle between them.
The length of the adjacent side divided by the length of the hypotenuse.
It is the side of a right-angled triangle that is opposite the right angle.
Has a radius of 1 unit and its center at the origin of the coordinate plane.
A measure of a central angle that intercepts an arc with a length equal to the radius of the circle.
It is a cosec degree that is equal to 1
Quadrant III
A branch of mathematics that studies relationships between the sides and angles of triangles.
On the Unit Circle: 1 over the y-value when the angle is measured in the standard way.
Reference angle for 180 degrees
cos20°+2sin^2 55°− √2sin 65° is _
Relates the sines of the angles of a triangle to the lengths of their opposite sides.
cot (-x) is equal to _
cos(−60°)
4π/3 to degrees is equivalent to ______

Down

It is a kind of theorem that has a formula of a2 + b2= c2
Sin^2A+Cos^__= 1
It is 4π/9
base/hypotenuse
It is a square root of 3/3
−cotθ
The length of the opposite side divided by the length of the adjacent side.
11π/6 to degrees is ______
The length of the opposite side divided by the length of the hypotenuse.
Cos __ degrees to radians is 1/2
secx tanx
There are 360 of these in one revolution of the Unit Circle.
5 5tan^2θ−5sec^2θ is _
_ degrees to radians= 3π/2

29 Clues: −cotθ • secx tanx • cos(−60°) • It is 4π/9 • Quadrant III • base/hypotenuse • Sin^2A+Cos^__= 1 • cot (-x) is equal to _ • 5 5tan^2θ−5sec^2θ is _ • It is a square root of 3/3 • 11π/6 to degrees is ______ • _ degrees to radians= 3π/2 • Reference angle for 180 degrees • Cos __ degrees to radians is 1/2 • cos20°+2sin^2 55°− √2sin 65° is _ • It is a cosec degree that is equal to 1 • ...

The World's Hardest Crossword Puzzle 2017-03-06

The World's Hardest Crossword Puzzle crossword puzzle

Across

The new figure that is created from a transformation
A polygon that is both equilateral and equiangular
All sides are equal
A ray that divides an angle into two congruent angles
A transformation that moves every point of a figure the same distance, in the same direction
The third side of an isosceles triangle that is not congruent
A polygon with three sides
The ratio of vertical change (rise) to the horizontal change (run) between any two points on the line
Angles that are exactly the same
Two congruent sides of an isosceles triangles are called:
Angles Two angles that share a common vertex and side, but no common interior points
Has no dimension, represented by a dot
Angle exactly 180°
Made by two different rays with the same endpoint
motion A transformation that preserves length, angle measure, and area
Angle under 90°
The point that divides a segment into two congruent segments

Down

Has two dimensions, shape looks like a floor or wall, but extends without an end
Two lines that do not intersect and are coplanar
Angle exactly 90°
All angles are equal
An operation that moves or changes a geometric figure to produce a new figure
A segment that connects two midpoints
The endpoint that two different rays share to form an angle
A transformation that uses the line of reflection to create a mirror image of the original figure
Angle greater than 90°
Lines Two lines that do not intersect and are not coplanar
A statement that can be proven
A transformation that turns a figure about a fixed point called the center of rotation
A logical argument that shows a statement is true

30 Clues: Angle under 90° • Angle exactly 90° • Angle exactly 180° • All sides are equal • All angles are equal • Angle greater than 90° • A polygon with three sides • A statement that can be proven • Angles that are exactly the same • A segment that connects two midpoints • Has no dimension, represented by a dot • Two lines that do not intersect and are coplanar • ...

Geometry 2017-09-27

Across

Has a pair of parallel sides. a four sided shape with a pair of opposite parallel sides.
pairs of opposite angles made by two intersecting lines.They are always equal.
Two angles whose sum is 180 degrees. Must equal to 180.
with 7 sides. Also, is called a septagon.
Two angles that have a common side. And and a common vertex and don't overlap
An angles that is exactly 180 degrees. An angles whose side lie in opposite directions from the vertex.
Shapes with 8 sides. A flat shape with straight lines.
A shape with 3 sides.A polygon with three edges and three vertices.
Shapes with 6 sides. A flat shape with straight lines.

Down

A corner point.The common endpoint of two or more line segments.
Shapes with 4 sides. A flat shape.
Shapes with 9 sides. A flat shape with straight lines.
An angle that is more than 90 degrees. But less than 180 degrees.
Shapes with 5 sides.A flat shapes with straight lines.
Angles is formed when two lines intersect.Two angles are said to be linear if they are adjacent angles formed by two intersecting lines.
Two angles whose sum is 90 degrees. Add up to 90.
When you cover a surface with a pattern with flat shapes so there are no gaps of overlaps. An arrangement of shapes closely fitted together.
An angles that is exactly 90 degrees. Formed by two sides that are perpendicular.
plane shape with straight lines. It can be a triangle, rectangles or an pentagon..
An angles that is less than 90 degrees But more than than zero degrees

20 Clues: Shapes with 4 sides. A flat shape. • with 7 sides. Also, is called a septagon. • Two angles whose sum is 90 degrees. Add up to 90. • Shapes with 9 sides. A flat shape with straight lines. • Shapes with 5 sides.A flat shapes with straight lines. • Shapes with 8 sides. A flat shape with straight lines. • Shapes with 6 sides. A flat shape with straight lines. • ...

Geometry Vocabulary 2018-06-05

Across

segment connecting 2 points on a circle
have the same measure
the longest side in a right triangle
the space covered in two dimensions
a slide that moves every point of a figure that same distance
stretches or shrinks a figure to create a similar figure
occurs when a figure changes or moves
closed plain figure
the distance across the circle through its center
an angle that is measured from the horizontal down to a line of sight
the perimeter of a circle
the mirror image of the figure over a line
the total length of all sides of a two-dimensional figure
a set of points that are equidistant from a fixed point, called the center

Down

an equation relating two ratios
rate of change
measure is exactly 180 degrees
a segment joining 2 non-consecutive vertices
line intersecting 2 points on a circle
point that divides a segment into two congruent segments
an expression relating two quantities
the area of sector of a circle
the study of the relationship between the sides and angles of triangles
an angle from the horizontal up to a line of sight
the sum of area of the faces of a solid
consists of two different rays with the same endpoint
turns a figure a given number of degrees around point
the space contained in the interior of a solid
the sum of the area of the lateral faces of a solid with a base
the distance from the center to any point on the circle

30 Clues: rate of change • closed plain figure • have the same measure • the perimeter of a circle • measure is exactly 180 degrees • the area of sector of a circle • an equation relating two ratios • the space covered in two dimensions • the longest side in a right triangle • an expression relating two quantities • occurs when a figure changes or moves • ...

Geometry Terms 2018-06-06

Across

the study of the relationship between the sides and angles of triangles
the total length of all sides of a two-dimensional figure
the perimeter of a circle
an equation relating two ratios
the sum of the area of the lateral faces of a solid with a base
rate of change
an angle that is measured from the horizontal down to a line of sight
turns a figure a given number of degrees around point
closed plain figure
the sum of area of the faces of a solid
the space covered in two dimensions
a set of points that are equidistant from a fixed point, called the center
stretches or shrinks a figure to create a similar figure

Down

point that divides a segment into two congruent segments
the longest side in a right triangle
the space contained in the interior of a solid
occurs when a figure changes or moves
segment connecting 2 points on a circle
measure is exactly 180 degrees
an angle from the horizontal up to a line of sight
the area of sector of a circle
consists of two different rays with the same endpoint
a segment joining 2 non-consecutive vertices
the distance across the circle through its center
have the same measure
line intersecting 2 points on a circle
a slide that moves every point of a figure that same distance
the mirror image of the figure over a line
the distance from the center to any point on the circle
an expression relating two quantities

30 Clues: rate of change • closed plain figure • have the same measure • the perimeter of a circle • measure is exactly 180 degrees • the area of sector of a circle • an equation relating two ratios • the space covered in two dimensions • the longest side in a right triangle • occurs when a figure changes or moves • an expression relating two quantities • ...

Geometry Terms 2018-06-06

Across

stretches or shrinks a figure to create a similar figure
the sum of area of the faces of a solid
the mirror image of the figure over a line
rate of change
the space covered in two dimensions
turns a figure a given number of degrees around point
a set of points that are equidistant from a fixed point, called the center
the perimeter of a circle
have the same measure
an angle that is measured from the horizontal down to a line of sight
the space contained in the interior of a solid
the study of the relationship between the sides and angles of triangles
point that divides a segment into two congruent segments
an expression relating two quantities
the longest side in a right triangle
a segment joining 2 non-consecutive vertices

Down

segment connecting 2 points on a circle
the sum of the area of the lateral faces of a solid with a base
measure is exactly 180 degrees
consists of two different rays with the same endpoint
a slide that moves every point of a figure that same distance
the total length of all sides of a two-dimensional figure
closed plain figure
an angle from the horizontal up to a line of sight
the area of sector of a circle
the distance across the circle through its center
occurs when a figure changes or moves
line intersecting 2 points on a circle
an equation relating two ratios
the distance from the center to any point on the circle

30 Clues: rate of change • closed plain figure • have the same measure • the perimeter of a circle • measure is exactly 180 degrees • the area of sector of a circle • an equation relating two ratios • the space covered in two dimensions • the longest side in a right triangle • occurs when a figure changes or moves • an expression relating two quantities • ...

Geometry Terms 2018-06-06

Across

rate of change
have the same measure
stretches or shrinks a figure to create a similar figure
measure is exactly 180 degrees
an equation relating two ratios
the total length of all sides of a two-dimensional figure
the sum of the area of the lateral faces of a solid with a base
an angle that is measured from the horizontal down to a line of sight
the perimeter of a circle
turns a figure a given number of degrees around point
the longest side in a right triangle
the space contained in the interior of a solid

Down

closed plain figure
the space covered in two dimensions
the distance across the circle through its center
a set of points that are equidistant from a fixed point, called the center
the area of sector of a circle
line intersecting 2 points on a circle
point that divides a segment into two congruent segments
the sum of area of the faces of a solid
a segment joining 2 non-consecutive vertices
a slide that moves every point of a figure that same distance
segment connecting 2 points on a circle
an angle from the horizontal up to a line of sight
occurs when a figure changes or moves
the mirror image of the figure over a line
the study of the relationship between the sides and angles of triangles
the distance from the center to any point on the circle
an expression relating two quantities
consists of two different rays with the same endpoint

30 Clues: rate of change • closed plain figure • have the same measure • the perimeter of a circle • the area of sector of a circle • measure is exactly 180 degrees • an equation relating two ratios • the space covered in two dimensions • the longest side in a right triangle • occurs when a figure changes or moves • an expression relating two quantities • ...

Geometry Terms 2018-06-06

Across

consists of two different rays with the same endpoint
an equation relating two ratios
turns a figure a given number of degrees around point
a set of points that are equidistant from a fixed point, called the center
the sum of area of the faces of a solid
the study of the relationship between the sides and angles of triangles
closed plain figure
an angle that is measured from the horizontal down to a line of sight
the total length of all sides of a two-dimensional figure
a slide that moves every point of a figure that same distance
the perimeter of a circle
the longest side in a right triangle

Down

the area of sector of a circle
stretches or shrinks a figure to create a similar figure
a segment joining 2 non-consecutive vertices
point that divides a segment into two congruent segments
an expression relating two quantities
the distance from the center to any point on the circle
the mirror image of the figure over a line
have the same measure
occurs when a figure changes or moves
an angle from the horizontal up to a line of sight
the distance across the circle through its center
rate of change
the space covered in two dimensions
the sum of the area of the lateral faces of a solid with a base
measure is exactly 180 degrees
line intersecting 2 points on a circle
the space contained in the interior of a solid
segment connecting 2 points on a circle

30 Clues: rate of change • closed plain figure • have the same measure • the perimeter of a circle • the area of sector of a circle • measure is exactly 180 degrees • an equation relating two ratios • the space covered in two dimensions • the longest side in a right triangle • an expression relating two quantities • occurs when a figure changes or moves • ...

Jenna and Alex's Geometry Crossword 2019-05-15

Jenna and Alex's Geometry Crossword crossword puzzle

Across

the sixteenth letter of the Greek alphabet,never ending number
lines,planes,surfaces,or objects side by side having the same distance continuously between them, they never intersect
the exact middle point
the amount of space that a substance or object occupies, or that is enclosed within a container
angle of 90°, as in a corner of a square or at the intersection of two perpendicular straight lines
four-sided plane rectilinear figure with opposite sides parallel
figures identical in form, but different in size
each angular point of a polygon, polyhedron, or other figure
branch of mathematics concerned with the properties and relations of points, lines, surfaces, solids, and higher dimensional analogs
principal or horizontal axis of a system of coordinates, points along which have a value of zero for all other coordinates
a straight line from the center to the circumference of a circle or sphere

Down

is straight no bends, has no thickness, and extends in both directions without end
the continuous line forming the boundary of a closed geometric figure
branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
a number which produces a specified quantity when multiplied by itself
angles having a common vertex and a common side
the extent or measurement of a surface or piece of land
a quadrilateral with only one pair of parallel sides
any of a set of straight lines passing through one point
the secondary or vertical axis of a system of coordinates, points along which have a value of zero for all other coordinates
solid geometric figure whose two end faces are similar, equal, and parallel rectilinear figures, and whose sides are parallelograms

21 Clues: the exact middle point • angles having a common vertex and a common side • figures identical in form, but different in size • a quadrilateral with only one pair of parallel sides • the extent or measurement of a surface or piece of land • any of a set of straight lines passing through one point • each angular point of a polygon, polyhedron, or other figure • ...

Math 20-2 Pre-Cal 2013-06-07

Across

An expression that uses a root
a number obtained in the process of solving an equation that does not satisfy the equation.
The number which appears most often in a set of numbers.
The study of triangles
deduction: reasoning from the general to the particular (or from cause to effect).
In statistics, a standard score indicates how many standard deviations an observation or datum is above or below the mean
The highest point; the top or apex.
The number that produces a given number when cubed.
The point that crosses the y axis
In statistics, a standard score indicates how many standard deviations an observation or datum is above or below the mean.
Another name for reflection symmetry. One half is the reflection of the other half.
A diagram consisting of rectangles whose area is proportional to the frequency of a variable and whose width is equal to the class interval.
A list of numbers that are used to substitute a variable.
the point(s) that cross the x axis

Down

generalization: reasoning from detailed facts to general principles.
An opinion or conclusion formed on the basis of incomplete information.
the set of all possible input values
Midpoint of a frequency.
A number when used in multiplecation three times gives another number.
(of a quantity) Average.
The square of a value minus the square of another value.
A number multiplied by itself
the extent to which or the limits between which variation is possible
A line that cuts across two or more (usually parallel) lines.
Analytical technique that accounts for the number of acceptable errors in an equation.

25 Clues: The study of triangles • Midpoint of a frequency. • (of a quantity) Average. • A number multiplied by itself • An expression that uses a root • The point that crosses the y axis • the point(s) that cross the x axis • The highest point; the top or apex. • the set of all possible input values • The number that produces a given number when cubed. • ...

Christmas Tree Geometry 2013-12-16

Christmas Tree Geometry crossword puzzle

Across

the month leading up to Christmas
an angle greater than 90 degrees but less than 180 degrees
French word for Christmas
circular bases connected by a curved surface
The intersection point of two sides of a plane figure
a triangle with one internal angle equal to 90 degrees
location, no shape or size
a triangle with all sides equal and all angles equal
An angle less that 90 degrees but greater that 0
singing Christmas songs
point halfway between the end points
a 3D circle, a set of points in space
a triangle having three unequal sides and angles
Points on the same line
month of Christmas
a 90 degree angle

Down

a ray that cuts the angle exactly in half, making two equal angles
a spiritual being acting as a messenger of God
triangles that have the same size and shape. Corresponding angles have the same measure, and the corresponding sides have the same length
man who brings presents for children on the night before Christmas
Socks hung for santa to fill
one part of a line
are the same distance from a given point. no faces, edges, or vertices
made up of points and has no thickness or width
the birth of Jesus Christ
flat surface made up of points
a prism, two parallel congruent bases connected by faces
the small town in the Middle East believed to be the birthplace of Jesus Christ
a solid with a circular base connected by a curved surface to a single angle
Santa's workers
points on the same plane

31 Clues: Santa's workers • a 90 degree angle • one part of a line • month of Christmas • singing Christmas songs • Points on the same line • points on the same plane • French word for Christmas • the birth of Jesus Christ • location, no shape or size • Socks hung for santa to fill • flat surface made up of points • the month leading up to Christmas • point halfway between the end points • ...

Ian Crook. Math 11 2014-04-01

Across

Forming or following in a logical order or sequence.
A set of facts or figures systematically displayed, esp. in columns.
A quantity representing the power to which a given number or expression is to be raised, usually expressed as a raised symbol beside the number or expression.
The process of increasing in physical size.
The process or skill of multiplying.
Having a position on the other or further side of something; facing something, esp. something of the same type.
The action of separating something into parts, or the process of being separated.
The action or process of adding something to something else.
The quantitative relation between two amounts showing the number of times one value contains or is contained within the other.
The longest side of a right triangle, opposite the right angle.

Down

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 process or skill of taking one number or amount away from another.
Once a year; every year.
A numerical quantity that is not a whole number (e.g., 1/2, 0.5).
Of or expressed by a mathematical exponent.
The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
next to or adjoining something else.
Arranged in or extending along a straight or nearly straight line.
Not consistent or having a fixed pattern; liable to change.
The trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse.

20 Clues: Once a year; every year. • The process or skill of multiplying. • next to or adjoining something else. • Of or expressed by a mathematical exponent. • The process of increasing in physical size. • Forming or following in a logical order or sequence. • Not consistent or having a fixed pattern; liable to change. • ...

Geometry Chapters 1-4 Vocabulary Puzzle 2014-03-06

Geometry Chapters 1-4 Vocabulary Puzzle crossword puzzle

Across

in a conditional statement the word that immediately follows the word "if"
3 or more lines intersect at the same point
a part of a line that has a beginning but no end
acute triangle in which all angles are congruent
three sided polygon
two lines that are intersecting make two sets of congruent angles
used to describe B on a segment IFF it is between A and C and BA=CB
logical argument in which each statement you make is backed up by a statement that is accepted as true
two angles whose degree measures add up to 180
two angles who share a common vertex, a common side, but no common interior points
line or part of a line that intersects through a segment at its midpoint
the denial of a statement

Down

line or line segment added to a diagram to help in a proof
multiple points that lie on the same line
the denial of a statement
triangles that are the same size and same shape
a line intersects two or more lines at a different points on the same plane
two or more lines on the same plane that go on forever without intersecting
point, plane, space
a pair of adjacent angles whose noncommon sides are opposite rays
two or more lines do not intersect and are not in the same plane
closed figure in a plane that is made up of sides that intersect only at vertices
an unbroken part of a circle
points that lie in the same plane
an angle whose degree measure is less than 90

25 Clues: point, plane, space • three sided polygon • the denial of a statement • the denial of a statement • an unbroken part of a circle • points that lie in the same plane • multiple points that lie on the same line • 3 or more lines intersect at the same point • an angle whose degree measure is less than 90 • two angles whose degree measures add up to 180 • ...

Final Exam 2023-12-14

Across

A point that divides a segment into two congruent segments
a line that intersects two parallel lines
If a hypotenuse and leg of one right triangle are congruent to the corresponding hypotenuse
when you multiply terms/ powers with the same base, add exponents
if A = B, B = C, then C = A
A pair of opposite congruent angles formed by intersecting lines
two angles that add up to 180
formed by switching the hypothesis and conclusion
when a line segment/ angle is divided into 2 equal parts
A part of a line, with one endpoint, that continues without end in one direction
any real number, ex: A, is equal to itself. A=A

Down

2 pairs of congruent sides
angles are supplementary
If a quadrilateral is a parallelogram, then the opposite sides are congruent
a line that intersects two or more coplanar lines at two different points
a perpendicular segment from a vertex to the line
If a quadrilateral is a parallelogram, then the opposite angles are congruent
A triangle that has a 90 degree angle.
two angles that add up to 90 degrees
angles are congruent
If two sides and the included angle of one triangle are congruent to two sides
A line that is perpendicular to a segment at its midpoint.
If three sides of one triangle are congruent to three sides of another triangle, then the triangles are congruent.
If two angles and the included side of one triangle are congruent to two angles
a segment from a vertex to the midpoint of the opposite side

25 Clues: angles are congruent • angles are supplementary • 2 pairs of congruent sides • if A = B, B = C, then C = A • two angles that add up to 180 • two angles that add up to 90 degrees • A triangle that has a 90 degree angle. • a line that intersects two parallel lines • any real number, ex: A, is equal to itself. A=A • a perpendicular segment from a vertex to the line • ...

mason verson of gensins 2024-01-30

mason verson of gensins crossword puzzle

Across

raised by a bunch of MEN
mein fraulein
she is FED UP
has a dead sister (L)
she has a rabbit thing
he hate heat
yellow
we thought he was a dog
also emo but way edgier
the forgotten sibling
hes ugly
sunglasses and umbrella
roses
horrible money management
she wears those really scary pointy shoes
really good singer
books
grandpa
hot woman with a gambling problem
blondie's hot gf
another furry
she really wants vengeance
she is watr
gun
alcoholic
she eepy
he likes water
fake catgirl
blub blub
furry
pretty ice girl
adeptus
she play music
shield
photographer
chalk
very late term abortion
basically dead

Down

BOOM
reader
has lots of creepy stalkers
racist
deadest
silly billy hilichurl
friends with amber
cocogoat
literally cant grow
had a bad va...
she does a little hat roll
emo nun
she looooves cooking
emo pretending to be a princess
silly science go boom
khaenri'ah homie
hey girly
desert furry
lion
dancer
hot woman in a floating house
skin brighter than the moon
very strong human
laws laws laws
also a furry but female
wine
detective
blondie in an office
magician
batman
triangles
she turns into a box
goldfish of doom
go go baron bunny
felon
leaves
lesbian fox
he is SO stupid but also really hot
pretty fire claymore
hot pirate
fruity roommate

79 Clues: gun • BOOM • lion • wine • roses • books • furry • felon • chalk • reader • racist • yellow • dancer • batman • leaves • shield • deadest • emo nun • grandpa • adeptus • cocogoat • hes ugly • magician • she eepy • hey girly • detective • triangles • alcoholic • blub blub • hot pirate • she is watr • lesbian fox • he hate heat • desert furry • fake catgirl • photographer • mein fraulein • she is FED UP • another furry • laws laws laws • he likes water • she play music • ...

LEAP Review 2 2023-03-27

Across

where all 3 sides are proportional
used to solve for a missing side of similar figures
angle over 360 times circumference
criteria where 2 sides and the included angle are congruent
angle in a circle that equals the intercepted arc
used to multiply by for a dilation
postulate where 2 small angles sum to the larger angle
proof property if 2=c then 2-b=c-b
trig ratio opposite over hypotenuse
criteria where 2 angles and the included side are congruent
proof property if 10=x then x=10
criteria for right triangles where a leg and hypotenuse are congruent
where 2 sides are proportional
proof property if a=b and b=c then a=c

Down

proof property if 2(a+b) then 2a+2b
angle over 360 times area
a slide of a figure in the coordinate plane
trig ratio adjacent over hypotenuse
criteria where 2 angles and a non-included side are congruent
postulate where 2 small segments sum to the larger segment
proof property a+b=180 and c+d=180, then a+b=c+d
criteria where all sides are congruent
pi times diameter
pi times radius squared
trig ratio opposite over adjacent
proof property a=a
a flip of a figure in the coordinate plane
angle in a circle that is 1/2 of the intercepted arc
where 2 angles of one triangle are congruent to 2 angles of another
a enlargement or reduction
a turn of a figure in the coordinate plane
proof property if 2=c then 2+a=c+a

32 Clues: pi times diameter • proof property a=a • pi times radius squared • angle over 360 times area • a enlargement or reduction • where 2 sides are proportional • proof property if 10=x then x=10 • trig ratio opposite over adjacent • where all 3 sides are proportional • angle over 360 times circumference • used to multiply by for a dilation • proof property if 2=c then 2-b=c-b • ...

west africa crossword 2023-02-16

Across

a way you move your body when listening to music, different body movements.
to change ones belief on something
Located in africa, Niger, mali, and senegal are located their.
A shiny metal found in west Africa
a musical instrument that looks somewhat like a xylophone
stories that helped keep the west african spirits alive.
to develop from something simple into something complex.
the study of wisdom and knowledge
A west African country ruled by the mande
a piece of art usually made out of stone or wood that is sculpted
Powerful empire located in west Africa
The people who broke away from Mali to start their own west african empire own
an economic good,something useful or valuable
a woven cloth
pieces of fabric put together to make a type of blanket item.

Down

a family line traced back to the father
a instrument made out of 21 strings, looks like a harp and sounds like a harp.
to be sympathetic and accepting of what others belive and do.
A form of singing where the followers repeat what the leader says.
completely committed to something. Loyal.
made out of wood to cover somebodys face.
The trip in which Islamic people make once in their lifetime.
The desert located in west and North africa, Largest desert in the world.
one or a number of simple shapes such as triangles or squares
The first west African ruler to practice Islam
a small string instrument made out of carved out wood.
Religion practiced in west Africa
pieces of material woven tightly together to form a large bowl shape.
a society or organization founded for a religious purpose

29 Clues: a woven cloth • the study of wisdom and knowledge • Religion practiced in west Africa • to change ones belief on something • A shiny metal found in west Africa • Powerful empire located in west Africa • a family line traced back to the father • completely committed to something. Loyal. • made out of wood to cover somebodys face. • A west African country ruled by the mande • ...

Vocabulary crossword 2024-05-14

Across

-points that lie on the same line
-2 lines intersect and create 90 degree angles
-part of a circle cut off by a line
-a line that extends indefinitely in both directions
-downward line
-a round plane figure
-points that do not lie on the same line
-angle, angle similarity
-side, side, side similarity
-add to 180 degrees
-a line that will intersect the circle in 2 points
-longest side of a triangle
-splits the line into halves
-O/H
-outer angles
- triangle with a 90-degree angle
-a four-sided plane that has opposite sides parallel
-3 uneven sides of a triangle
-4 sided shapes
-measure of 2 lines intersecting
-side, angle, side similarity
-2 pairs of congruent sides with 90 degree angles
-upward line
-A2+B2>C2
-the common endpoint of an angle
-the shortest sides of the triangle

Down

-when 2 lines pass through eachother
-2 halves of a sphere
-A2+B2<C2
-a chord that passes through the center
-A2+B2=C2
-add to 90 degrees
-relationships between lengths of triangles
-measure of part of the circumference of a circle
-made up of points with no thickness or width
-half of a circle
-a 3D circle
-a flat surface of a shape
-four congruent sides with 90 degree angles
-3 sided shapes
-lines that will never intersect
-a segment nt with the endpoint on the circle
-inner angles
-properties of points, lines, and shapes
-a line that will intersect the circle
-A/H
-side by side angles
-same lengths
-measure of angles
-width of circle starting at center

50 Clues: -O/H • -A/H • -A2+B2<C2 • -A2+B2=C2 • -A2+B2>C2 • -a 3D circle • -upward line • -inner angles • -outer angles • -same lengths • -downward line • -3 sided shapes • -4 sided shapes • -half of a circle • -add to 90 degrees • -measure of angles • -add to 180 degrees • -side by side angles • -2 halves of a sphere • -a round plane figure • -angle, angle similarity • -a flat surface of a shape • ...

Adams Elementary Crossword #1 2024-06-03

Adams Elementary Crossword #1 crossword puzzle

Across

Large reptile found in swamps
sometimes called a canteen outside the U.S. and Canada
Branch of mathematics concerned with the study of angles and the relationships between the sides and angles of triangles.
Hawaiian island known for its beauty and Haleakalā National Park
City that straddles two continents
End of a 4J email address
"____ Night" - Annual event held in March
Plastic ring toy that became popular in the 1950s
last name of Georgia politician known for her voting rights advocacy
Second son of Queen Elizabeth II
Beautiful flowering plant known for its clusters of colorful blooms, often found in gardens and landscapes
Quadrennial international sporting event
Australian season in December, January, and February
Biblical figure traditionally known as 'the Baptist'."

Down

Brand synonymous with photocopying
Musical instrument with wooden bars and mallets
Bacon, ___, Tomato
A period of time devoted to relaxation, travel, or leisure activities, often away from one's usual work or routine.
soft cow's-milk cheese originally from France
mammal that flies
One who holds a skeptical and pessimistic view of human nature
Puréed fruit often served as a side dish or used as a condiment with latkes
Name meaning Courageous or valiant
King of France in the 17th century also known as the "sun king"
Sherlock Holmes often says, "______, my dear Watson"
Yellow Tropical Fruit
The part of the skull that encloses and protects the brain
The lightest and most abundant element in the universe.
First name of the Co-creator of the television series "Schitt's Creek"
Second President of the United States

30 Clues: mammal that flies • Bacon, ___, Tomato • Yellow Tropical Fruit • End of a 4J email address • Large reptile found in swamps • Second son of Queen Elizabeth II • Brand synonymous with photocopying • Name meaning Courageous or valiant • City that straddles two continents • Second President of the United States • Quadrennial international sporting event • ...

66 Years of Lan 2024-06-15

Across

Only fresh ground will do
Lan's checkered cake specialty
Mastered Economics of this for MA
Too hot, Robin didn't talk
Had a grand time with two of these plus a player in 2022
Represented this body in high school
High school mascot
"Dad" Mtn. Climbing Excursion of Choice, informally
"Wow, that's delcious!!"
4/8/24 Arkansas outing focus
Best way to eat cauliflower
National historical tie to graduation year
Adopted baby elk (or movie-titled swine) name
Do not _____, do not collect $200
Ball beer or ball chaser
Tech job employer of early years in SLC
Official name of 2024
Dad was ___, not mor
Mom: Guinness :: Natalia stuck in gas station: ?
Where Lan met Deana, informally
Patrick is to John Isaac Henry as Lawrence is to...
First Full
Place of being a Assoc. Econ.
Saw Red Sox here before Sox won 3 in a row

Down

PF & LF Logan RT Munchies Locale
Beans-related Ragnar team name
St. George link-->indoor, outdoor, and billiards at Holiday Inn
You huffed to...
5th or card game
A hard, aspirational distance
THE _____ State
Last half locale
Wells _______
Plant (sorta) aunt
Alum of this one
"Triangles of Light" halves seeker
Mythical road engineering needs
First big adventure with DF
LFF/KU link
How to tell/spell middle name
Last name of Lan's namesake
PB of choice
Taiwan/Hungary educating topic
Daily protein choice
Favorite figures
Holy birth plc.
Web or water activity
_____Wonders
Drink of choice for Venitian World Cup viewing
Piano virtuoso Lan & Pat travelled to see, with a tautonym name

50 Clues: First Full • LFF/KU link • PB of choice • _____Wonders • Wells _______ • THE _____ State • Holy birth plc. • You huffed to... • 5th or card game • Last half locale • Alum of this one • Favorite figures • Plant (sorta) aunt • High school mascot • Daily protein choice • Dad was ___, not mor • Web or water activity • Official name of 2024 • "Wow, that's delcious!!" • Ball beer or ball chaser • ...

Math II Crossword Puzzle 2023-05-31

Math II Crossword Puzzle crossword puzzle

Across

An angle less than 90 degrees
a^2+b^2=c^2
Two lines that are the same length and are the same distance apart from each other
An angle greater than 90 degrees
A polynomial with two terms
The number inside of the square root
A 11-sided polygon
A four-sided polygon
A 7-sided polygon
The point where a graph touches the y-axis
A polygon with n number of sides
A 10-sided polygon
A pair of coordinates that take the form of (x,y)
The longest side of a triangle
ax^2+bx+c
The shorter sides of a triangle
The lowest point on a parabola
A 5-sided polygon
A 6-sided polygon
A triangle that has 3 equal sides and angles
A 90-degree angle
Two angles that add up to 90 degrees

Down

A multi-sided shape that has equal sides and angles
Opposite/Adjacent
Two angles that add up to 180 degrees
Congruent angles that are directly across from each other
(0,0)
A 9-sided polygon
3.14
A 12-sided shape
The point where a graph touches the x-axis
A triangle with 2 congruent sides and 2 congruent angles
A line that "cuts" a parabola in half
A three-sided polygon
Adjacent/Hypotenuse
The highest point on a parabola
The same
45-45-90 and 30-60-90 triangles
A 8-sided polygon
A triangle with three different length sides
Opposite/Hypotenuse

41 Clues: 3.14 • (0,0) • The same • ax^2+bx+c • a^2+b^2=c^2 • A 12-sided shape • Opposite/Adjacent • A 9-sided polygon • A 7-sided polygon • A 8-sided polygon • A 5-sided polygon • A 6-sided polygon • A 90-degree angle • A 11-sided polygon • A 10-sided polygon • Adjacent/Hypotenuse • Opposite/Hypotenuse • A four-sided polygon • A three-sided polygon • A polynomial with two terms • An angle less than 90 degrees • ...

Geometry 2022-05-31

Across

a property of a measure of any side or angle that is equal to itself
a theorem (a^2+b^2=c^2)
type of angle used to find an angle of a right triangle
a shape that is a parallelogram, rectangle, rhombus, and a kite combined
law that is most commonly used when given SAS in a non-right triangle
a word used to describe a shape that can perform rigid transformations that maps one shape onto the other
the variable common in every simplified version of an equation for a circle
type of diagram with branches used to show probability
angles that form a straight line
type of angle with its vertex on the circle
a proof diagram with fact bubbles and a conclusion bubble with justifications to prove some fact such as similar triangles

Down

a point on a line segment that divides it into two equal parts
type of trapezoid with congruent base angles
law that is most commonly used when given AAS in a non-right triangle
type of bisector that divides a line segment into 2 equal parts and also make a right angle with the line segment
set of points a fixed distance from a center and is defined by a central angle
the name of a line that intersects a circle ONCE
similarity that means all three corresponding sides are proportional
acronym for all 3 angles used to find a side of a right triangle
model used to show probability; usually in a rectangle/square
transformation that maintains the shape of a figure but multiplies its dimensions by a chosen factor
segment that connects the midpoints of any two side of a triangle

22 Clues: a theorem (a^2+b^2=c^2) • angles that form a straight line • type of angle with its vertex on the circle • type of trapezoid with congruent base angles • the name of a line that intersects a circle ONCE • type of diagram with branches used to show probability • type of angle used to find an angle of a right triangle • ...

Geometry 2022-05-31

Across

a property of a measure of any side or angle that is equal to itself
a theorem (a^2+b^2=c^2)
type of angle used to find an angle of a right triangle
a shape that is a parallelogram, rectangle, rhombus, and a kite combined
law that is most commonly used when given SAS in a non-right triangle
a word used to describe a shape that can perform rigid transformations that maps one shape onto the other
the variable common in every simplified version of an equation for a circle
type of diagram with branches used to show probability
angles that form a straight line
type of angle with its vertex on the circle
a proof diagram with fact bubbles and a conclusion bubble with justifications to prove some fact such as similar triangles

Down

a point on a line segment that divides it into two equal parts
type of trapezoid with congruent base angles
law that is most commonly used when given AAS in a non-right triangle
type of bisector that divides a line segment into 2 equal parts and also make a right angle with the line segment
set of points a fixed distance from a center and is defined by a central angle
the name of a line that intersects a circle ONCE
similarity that means all three corresponding sides are proportional
acronym for all 3 angles used to find a side of a right triangle
model used to show probability; usually in a rectangle/square
transformation that maintains the shape of a figure but multiplies its dimensions by a chosen factor
segment that connects the midpoints of any two side of a triangle

End of Year Math Terms 2023 2023-05-09

End of Year Math Terms 2023 crossword puzzle

Across

the numbers being multiplied together
a repeated pattern that covers a plane without gaps or overlap
all whole numbers and their opposites
another word for exponent
the middle number in a set
sum or difference of monomials
the number that occurs most often
a chord that goes the through the center of the circle
rise over run
the answer to an addition problem
to raise to the third power
a date point much higher or much lower than all the other points
a number being multiplied by a variable
a polygon with 6 sides
same size and shape
describes a number that has exactly 2 factors
when 2 angles' sum is 180 degrees
a type of transformation where the object is turned
the number of cubic units it takes to fill a space figure
the only transformation where the size does not remain the same

Down

the answer to a subtraction problem
a mathematical sentence with an equal sign
the answer to a division problem
what we call letters in algebra class
a type of transformation where the object slides
comes before the word value to mean the distance from zero
an example of an irrational number
to cut in to 2 equal parts
a type of transformation where the object is flipped
to raise to the second power
the intersection point of the x and y axis
when 2 angles' sum is 90 degrees
an angle that measures more than 90 degrees
a type of number whose decimal never repeats or ends
the theorem we use to find the lengths of sides of right triangles
the answer to a multiplication problem

36 Clues: rise over run • same size and shape • a polygon with 6 sides • another word for exponent • the middle number in a set • to cut in to 2 equal parts • to raise to the third power • to raise to the second power • sum or difference of monomials • the answer to a division problem • when 2 angles' sum is 90 degrees • the number that occurs most often • the answer to an addition problem • ...

U8W1A Spelling Crossword 2025-04-08

U8W1A Spelling Crossword crossword puzzle

Across

having lost a large amount of water from the body.
a brilliant performance or display, especially of a specified skill.
a device for measuring short time intervals, especially in determining the velocity of projectiles, or a person's reaction time.
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
an obsessive desire to set fire to things.
(of an illness) persisting for a long time or constantly recurring.
a factual written account of important or historical events in the order of their occurrence.
a light, fast motorboat designed to skim over the surface of water.

Down

a metric unit of length, equal to one tenth of a meter.
a metric unit of length equal to 1,000 meters (approximately 0.62 miles).
(of a record of events) starting with the earliest and following the order in which they occurred.
a device used by musicians that marks time at a selected rate by giving a regular tick.
the science of surveying and charting bodies of water, such as seas, lakes, and rivers.
an instrument on a vehicle's dashboard indicating its speed.
existing or occurring at the same time.
a boat whose hull is fitted underneath with shaped vanes (foils) that lift the hull clear of the water to increase the boat's speed.
the branch of mathematics concerned with the properties and relations of points, lines, surfaces, solids, and higher dimensional analogs.
an instrument for measuring the density of liquids.
archaic term for hydrochloric acid.
an instrument measuring atmospheric pressure, used especially in forecasting the weather and determining altitude.

20 Clues: archaic term for hydrochloric acid. • existing or occurring at the same time. • an obsessive desire to set fire to things. • having lost a large amount of water from the body. • an instrument for measuring the density of liquids. • a metric unit of length, equal to one tenth of a meter. • an instrument on a vehicle's dashboard indicating its speed. • ...

The Geometry Vocabulary Quest 2025-08-04

The Geometry Vocabulary Quest crossword puzzle

Across

Rise over run, line’s steepness
Fence around the shape
Straight and endless, no bends allowed
Blunt angle, larger than a right angle
Balanced halves in a mirror image
Diamond shape in disguise
Four-sided polygon’s formal name
Half a diameter, from center
Perfectly round three-dimensional buddy
Stop if you see this shape!
Exactly the same size and shape
Perimeter's circular cousin
Round fellow with no corners
Flat patterns fold up into 3D shapes
Two sides, same but not three
Lines that never seem to meet
Honeycomb shape and more
Twice the radius, straight through
segment — Line with definite ends
Ten sides, often missed in counting
Equal sides, equal angles too
Theorem involving squares and triangles
Grid point, probably on the plane

Down

Slice of a circle pie
No sides equal, no angles equal either
At a right angle, standing tall
Folds the angle in half, perfectly
Corner point where edges meet
Slanted box, one pair of parallel sides
The longest side of a right triangle
Surface measure, often in square units
Same shape, different size (maybe)
Three sides, three angles to count
Sharp, but less than 90°
One pair of parallel sides on display
Space inside a 3D shape
Line that just touches a curve
Flat surface on a solid shape
Shape with a uniform cross section
Four right angles, opposite sides match
Can with two matching ends
Many sides, all connected
This can be right or obtuse
Triangle with equal sides all around
Two angles that add to 90°

45 Clues: Slice of a circle pie • Fence around the shape • Space inside a 3D shape • Sharp, but less than 90° • Honeycomb shape and more • Diamond shape in disguise • Many sides, all connected • Can with two matching ends • Two angles that add to 90° • Stop if you see this shape! • Perimeter's circular cousin • This can be right or obtuse • Half a diameter, from center • ...

Structures 2026-03-06

Across

A place where two parts of a structure are connected.
A part of a structure that holds something up.
A curved structure that helps spread weight outward.
— The plan or drawing that shows how a structure will be built.
The weight or force that a structure must support.
A tall structure built to stand upright and support weight or equipment.
A force that pushes materials together and squeezes them.
— A person who designs and builds structures or machines.
A building or object made from different parts that are joined together to support weight.
The ability of a material or structure to bend without breaking.
— A structure built to cross over water, roads, or valleys.

Down

The strong base that supports a building from the ground.
A framework of triangles used to make structures stronger.
The distance between two supports of a bridge or structure.
The ability of a structure to stay balanced and not tip over.
— The force that pulls objects toward the Earth and affects structures.
A force that pulls materials apart or stretches them.
A vertical support that holds up part of a structure.
A push or pull that can change how an object moves or affects a structure.
A support piece that helps make a structure stronger.
The ability of a structure to stay firm and not bend easily.
— The force placed on a structure that can cause pressure or strain.
A long, strong piece used to support weight in a building or bridge.
The substances used to build a structure.
The ability of a material or structure to hold weight without breaking.

25 Clues: The substances used to build a structure. • A part of a structure that holds something up. • The weight or force that a structure must support. • A curved structure that helps spread weight outward. • A place where two parts of a structure are connected. • A force that pulls materials apart or stretches them. • A vertical support that holds up part of a structure. • ...

4th Grade Science Review 2026-03-16

4th Grade Science Review crossword puzzle

Across

what do plants give off from photosynthesis
3rd planet from the sun
a tremor or shake in the Earth
grayish uniform clouds that bring drizzle and cloudy
this front brings warm or good weather and is shown with a line and circles
cold blooded, have gills and then lungs later in life
4th planet from the sun
produces its own food
temperature changes with surroundings
keeps inside temperature constant
all food chains begin with this
a large wave that comes from the ocean
6th planet from the sun
animal without a backbone
animals go into a deep sleep for winter called
1st planet from the sun
2nd planet from the sun

Down

large body of ice moving down a slope or hill
this front brings cold or bad weather and is shown on a map with lines and triangles
animal with a backbone
7th planet from the sun
sliding mass of rock down a hill or slope
warm blooded, have beaks and feathers
mountain like landform that erupts lava
shows the path of food from one thing to another
cold blooded and have dry scaly skin
plants make their own food through this process
type of cloud that is wispy and brings sunny weather
the force that keeps us on the ground
an organism that eats other things
cold blooded, breathe with gills
warm blooded and have hair or fur
5th planet from the sun
8th planet from the sun
white puffy clouds that you would see on a sunny day

35 Clues: produces its own food • animal with a backbone • 3rd planet from the sun • 7th planet from the sun • 4th planet from the sun • 6th planet from the sun • 5th planet from the sun • 8th planet from the sun • 1st planet from the sun • 2nd planet from the sun • animal without a backbone • a tremor or shake in the Earth • all food chains begin with this • cold blooded, breathe with gills • ...

Engineering Towers 2019-08-28

Across

the substructure at the ends of a span whereon the structure's superstructure rests or contacts. It may also refer to the structure supporting one side of an arch.
the part of the structure that is constructed above the ground level.
the distance between two intermediate supports for a structure
a structure that consists of members organized into connected triangles so that the overall assembly behaves as a single object
a force within a structural system that squeezes on another structural member or component

Down

structures are building structures in which the main elements that support the load (wires, cables, chains, grids, sheet diaphragms, and so on) are subject only to forces of extension.
a state of stress in which a material is being pulled apart
the part of the building that is built below the ground level
an engineer whose training or occupation is in the design and construction especially of public works such as roads or harbors.
the wedge-shaped stone at the apex of a masonry arch or typically round-shaped one at the apex of a vault
vertical curved structure that spans an elevated space and may or may not support the weight above it

11 Clues: a state of stress in which a material is being pulled apart • the part of the building that is built below the ground level • the distance between two intermediate supports for a structure • the part of the structure that is constructed above the ground level. • a force within a structural system that squeezes on another structural member or component • ...

Stage 4 Materials, Graphics and Engineering 2021-11-22

Stage 4 Materials, Graphics and Engineering crossword puzzle

Across

A structure carrying a road, path, railway, etc. across a river, road, or other obstacle.
The art of representing three-dimensional objects on a two-dimensional surface so as to give the right impression of their height, width, depth, and position in relation to each other.
Name of the bridge with load-bearing structures, composed of a series of wooden or metal triangles.
The branch of science and technology concerned with the design, building, and use of engines, machines, and structures.
A curved flat piece of wood that can be thrown so that it will return to the thrower, traditionally used by Australian Aboriginal people as a hunting weapon.
Apply a force to (something) which tends to stretch it.
The entire collection of forces acting on the object.

Down

The art or practice of designing and constructing buildings.
An Australian Aboriginal wind instrument in the form of a long wooden tube, traditionally made from a hollow branch, which is blown to produce a deep, resonant sound, varied by rhythmic accents of timbre and volume.
A rapidly executed freehand drawing that is not usually intended as a finished work.
A symmetrical three-dimensional shape, either solid or hollow, contained by six equal squares.
A new method, idea, product.

12 Clues: A new method, idea, product. • The entire collection of forces acting on the object. • Apply a force to (something) which tends to stretch it. • The art or practice of designing and constructing buildings. • A rapidly executed freehand drawing that is not usually intended as a finished work. • ...

RECAPITULATIF MATHS 2024-06-23

Across

Solide formé par la rotation d’un disque autour de l’un de ses diamètres
Programme informatique utilisé par les calculatrices
Se dit d'un calcul dans lequel intervient une lettre correspondant à une valeur inconnue
Se dit d'une fonction dont la représentation graphique est une droite ne passant pas par l'origine du repère
Côté opposé à l’angle droit d’un triangle rectangle
Son but est de trouver la solution d’un problème
Suite de produits d’un nombre par lui-même
Se dit de la surface occupée par une figure plane
Se dit de deux grandeurs dont les valeurs de l'une peuvent être obtenues en multipliant les valeurs de l'autre par un même nombre non nul
Rapport de grandeurs proportionnelles dont les valeurs sont séparées par le signe :
Dans un triangle rectangle, il est le quotient de la longueur du côté opposé à un angle aigu par la longueur du côté adjacent à cet angle
Angle formé en un point donné de la surface terrestre par la verticale du lieu avec le plan de l'équateur
Transformation d'un produit en une somme ou une différence
Se dit de deux événements qui ne peuvent se produire en même temps
Nom d'une pyramide dont la base est un triangle
Section d'un pavé droit par un plan
Thème dont l'étude se fait à partir de sondages ou d'expériences
Se dit d'une fraction dont les numérateurs et dénominateurs sont premiers entre eux
Philosophe et savant grec dont le théorème nécessite deux droites parallèles
Dans un triangle rectangle, il est le quotient de la longueur du côté adjacent à un angle aigu par l'hypoténuse du triangle
Transformation d'une somme ou d'une différence en un produit
Quotient de la somme des données d'une série statistiques par l'effectif total de cette série
Angle formé entre le plan du méridien d'un lieu et le plan du méridien de Greenwich
Représentation plane d'un solide "déplié"

Down

Parallélogramme dont les diagonales sont perpendiculaires
Procédé mathématique qui, à un nombre x, associe un nombre y
Egalité de deux expressions dépendant d'une valeur inconnue
Se dit d'une fonction dont la représentation graphique est une droite passant par l'origine du reprère
Moyen mnémotechnique pour retenir les formules trigonométriques
Mathématicien et philosophe grec connu pour son théorème lié aux triangles rectangles
Solide formé par la rotation d’un triangle rectangle autour de l’un des côtés de l’angle droit
Un cube en possède six
De même longueur dans un rectangle
Synonyme de conjecture
Couple de nombres permettant de placer un point dans un repère
Solide formé par la rotation d’un cercle autour de l’un de ses diamètres
Transformation géométrique traduisant le fait d'agrandir ou réduire un objet Elles peuvent être sécantes ou parallèles
Qualifie un événement qui en peut être réalisé que par une seule issue lors d'une expérience aléatoire
Branche des mathématiques qui vise à mesurer le caractère aléatoire de ce qui pourrait se produire
Cercle passant par les sommets du triangle
Différence entre les valeurs extrêmes d'une série de données statistiques
Se dit d'un nombre supérieur ou égal à 2 qui n'est divisible que par 1 et lui-même
Philosophe et mathématicien grec connu pour son crible permettant de trouver les nombres premiers à partir des critères de divisibilité
Adjectif qualifiant des triangles dont les côtés ont des longueurs proportionnelles
Nombre placé en haut à droite d'une puissance
Droite qui coupe perpendiculairement un segment en son milieu
Transformation géométrique d'un objet par glissement d'un point à un autre
Nombre qui permet de séparer une série de données rangées dans l'ordre croissant en deux séries de même effectif
Logiciel qui permet de découvrir la programmation informatique
Section d'une boule par un plan

50 Clues: Un cube en possède six • Synonyme de conjecture • Section d'une boule par un plan • De même longueur dans un rectangle • Section d'un pavé droit par un plan • Représentation plane d'un solide "déplié" • Suite de produits d’un nombre par lui-même • Cercle passant par les sommets du triangle • Nombre placé en haut à droite d'une puissance • ...

Algebra Crossword 2026-04-14

Across

Area of a rectangle is equal to length times _____.
The hypotenuse is directly ______ from the 90° angle.
The area between the lower ________ (Q1) and the median represents 25% of the data.
Sides a and b in a right triangle are also called the ____
True or False: If a student flips a coin and then rolls a pair of number cubes (dice) the events are considered independent.
What percent of the data lie in between Q1 and Q3 of a boxplot?
To solve for 4x=52 and isolate x, ____ by four on both sides.
True or False: To find the median, Q1, and Q3 of a boxplot, the data first has to be sorted from least to greatest.
The _____ of a circle is half the length of the diameter.
The area of this shape is equal to ½ bh.
To find the area of a composite figure, identify the individual shapes within it and then ___ the area of those shapes.
The square root of 64.
A star (polygon) has five points; points A and B are at (1,0) and (2,1). If the star is moved and points A’ and B’ are at (2, 2) and (3,3) what type of transformation occurred?
To solve the equation 3x+5=8, the first step might be to _______ 5 from both sides.
If a bag has four clear marbles, two pink marbles, and five green marbles, which color is most likely to be randomly drawn?
A coin is flipped in class. The probability of landing on tails three times can be calculated and written as a fraction. What is the denominator of this fraction? (Hint: the numerator is one).
This category of numbers is similar to natural numbers but includes zero.
If a number has a decimal that repeats forever in the same pattern, or a decimal that ends, it belongs to which category: natural, whole, integer, rational, or irrational? Ex. 0.125, 0.3333333…., 0.4.
The area of this shape is equal to pi times the radius squared.
If there is an even number of data, then when finding Q1 and Q3 the middle two numbers are included or excluded?
The line x=0 is the same line as this (_-____)

Down

A polygon corner lies at (3, 7) on the coordinate plane. If the polygon is reflected across the y-axis, which coordinate (number) will change signs?
The point where the x-axis and y-axis meet at (0,0) is called this.
The square root of 44 lies between two whole numbers- which numbers are they? Exclude the word “and” from your response. (Hint: 4, 9, 16, 25, 36, 49, 64, 81, 100, 121, 144 are perfect squares)
In linear equations it can be described by “rise over run” and represented by the letter m (as in the equation y = mx + b)
The point where a line crosses the y-axis is called the y-________. Represented by the letter b in the linear equation y=mx+b. The coordinate is located at (0, b).
In the Pythagorean Theorem, sides a and b are first _______ and then added to equal c _______.
Triangles with a 90° angle are called _____ triangles.
A type of transformation (moving a shape) on the coordinate plane also called a flip.
In the equation y=11x+12, what is the slope?
The _____ extreme is to the right of Q3 and connected by a “whisker”.
If there is an even number of data, then the median is the _______ of the middle two numbers (after the data is sorted from least to greatest).
In the equation y=11x+12, what is the y-intercept?
On the coordinate plane, y-values go up or down. The y-axis is the _______ axis.
True or False: To make a boxplot you just line up the original numbers (sorted from least to greatest) even if the difference between neighbor numbers is unequal (ex. 2, 7, 8, 20)
The x-axis is the horizontal axis, x-values go from ____ to ____.
Natural numbers are also called positive ________ because they exclude negative numbers and zero.
How many sides are on a number cube?

38 Clues: The square root of 64. • How many sides are on a number cube? • The area of this shape is equal to ½ bh. • In the equation y=11x+12, what is the slope? • The line x=0 is the same line as this (_-____) • In the equation y=11x+12, what is the y-intercept? • Area of a rectangle is equal to length times _____. • The hypotenuse is directly ______ from the 90° angle. • ...

Team Challenge 7 2024-04-30

Across

What is the approximate area under the curve using LRAM for y=3x^2-40 using 3 triangles on the interval [0,9]?
If the definite integral of f(x) from [-1,2] is 10 and the definite integral of f(x) from [2,5] is 2 then what is the definite integral of f(x) from [-1,5]?
What is the antiderivative of -sinx (not including the +c)?
If the definite integral of f(x) from [0,3] is -10 what is the definite integral of f(x) from [3,0]?
Will be attending Rowan University in the fall.
Find the delta x value for a rectangular approximation method where there are 5 rectangles on an interval of [-3,7]
What type of Engineer was Ms. B?

Down

What is the derivative of secx?
What is the exact area under the curve of y=4x^3+2 from [-1,1]?
If f(x)=4x^2-3x+2 find f’(1).
If f(x)=x(x^2-3) find f’(2).
If the definite integral of f(x) and g(x) from [-2,0] are both 4 then what is the definite integral for f(x) + g(x) from [-2,0]?
Will be attending the University of Albany in the fall.
What derivative rule would you use to take the derivative of f(x)=tan(4x^5)?
Played on the boys basketball team.
What would the leading coefficient be for the second derivative of f(x)=x^5+2x^3-4x^2+4x?
What derivative rule would you use to take the derivative of the following function: f(x)=(3x+5)(6x-2)?

17 Clues: If f(x)=x(x^2-3) find f’(2). • If f(x)=4x^2-3x+2 find f’(1). • What is the derivative of secx? • What type of Engineer was Ms. B? • Played on the boys basketball team. • Will be attending Rowan University in the fall. • Will be attending the University of Albany in the fall. • What is the antiderivative of -sinx (not including the +c)? • ...

10.5 & 10.6 2016-05-27

Across

exchange phrases after if and then of an if then statement.
is the study of relationship among the angles and sides of triangles.
For an acute angle of a right triangle, the ratio of the measure of the leg adjacent to the acute angle to the measure of the hypotenuse.
triple- is a group of three counting numbers that satisfy the equation c^2=a^2+B^2, where C is the greatest number.
cosine- if angle A is an acute angle and the cosine of A is x, then the inverse cosine of x is the measure of angle A.
for an acute angle of a right triangle, the ratio of the measure of the leg opposite the acute angle to the measure of the hypotenuse.

Down

Other two sides of the triangle.
in a right triangle, the side opposite the right angle.
or paste your list of words here
ratio- is a ratio that compares the side lengths of two sides of a right triangle.
the triangle- when you find all unknown measures of the sides and angles of a right triangle.
For an acute angle of a right angle, the ratio of the measure of the leg opposite the acute angle to the measure of the leg adjacent to the acute angle.

12 Clues: Other two sides of the triangle. • or paste your list of words here • in a right triangle, the side opposite the right angle. • exchange phrases after if and then of an if then statement. • is the study of relationship among the angles and sides of triangles. • ratio- is a ratio that compares the side lengths of two sides of a right triangle. • ...

MVOC- Preventative Maintenance Checks and Services(PMCS)/BII-HMMWV 2013-02-09

MVOC- Preventative Maintenance Checks and Services(PMCS)/BII-HMMWV crossword puzzle

Across

THE ______ OF PMCS IS TO ENSURE 1ST SCHELON MAINTENANCE IS CONDUCTED ON PRESCRIBED EQUIPMENT AND TO IDENTIFY DEFECTS THAT REQUIRE OTHER LEVELS OF MAINTENANCE.
WHILE USING THE ________, CHECK IT FOR PROPER OPERATION OF THE BUCKLE AND CLASP ENDS.
THE VEHICLE CAN STILL BE ______ WITH CLASS I/II LEAKS EXCEPT WHEN IT IS FROM THE BRAKE SYSTEM.
TO CHECK THE _____ FLUID LEVEL, APPLY SERVICE BRAKE, AND MOVE SHIFT LEVER THROUGH EACH GEAR RANGE (PAUSING FOR ABOUT 3 SEC. IN EACH GEAR) THEN CHECK DIPSTICK.
CLASS _____ LEAKAGE IS GREAT ENOUGH TO FORM DROPS, BUT NOT GREAT ENOUGH FOR THE DROPS TO DRIP.
IN THE PMCS TABLE IN THE TECHNICAL MANUAL, THE TABLE IS DIVIDED INTO _____ COLUMNS TO GUIDE IN THE PERFORMANCE OF PMCS.
TO CHECK THE _______, BE ALERT FOR VIBRATION, EXCESSIVE SWAY, LEANING TO ONE SIDE, OR UNSTABLE HANDLING DURING OPERATION.
TRIANGLES, FIRE EXTINGUISHER, FIRST AID KIT AND TROOP STRAP ARE ALL PART OF THE _____ ROAD GEAR.

Down

ALL BII _____ BE WITH THE VEHICLE DURING OPERATION.
THE BASIC ISSUE ITEMS (BII) ARE LISTED IN APPENDIX B OF THE TECHNICAL MANUAL.
CHECK FOR MISSING, CRAKED OR BROKEN ________, CHECK BOLTS AND TIGHTEN IF NECESSARY.
ENSURE ALL FUEL, OIL AND WATER ARE ________ TO FULL LEVELS
CLASS _____ LEAKAGE IS INDICATED BY WETNESS OR DISCOLORATION NOT GREAT ENOUGH TO FORM DROPS.
REMOVE COMPANION SEAT AND CHECK ________ FOR DAMAGED CASING, TERMINAL POSTS, AND SECURITY OF MOUNTING.
CHECK THE ______ FOR CRACKS AND SERVICEABILITY.
CHECK TO SEE IF THE _______ BELT IS MISSING, CRACKED, FRAYED, LOOSE, OR BROKEN.
CLASS ____ LEAKAGE IS GREAT ENOUGH TO FORM DROPS THAT DRIP.
AFTER RAISING THE HOOD, CHEKC THE ENGINE _____ LEVEL, DIPSTICK IS LOCATED ON THE LEFT SIDE OF THE ENGINE TO THE REAR OF THE ALTERNATOR.
WETNESS AROUND SEALS, GASKETS, FITTINGS OR CONNECTIONS INDICATES _________.

19 Clues: CHECK THE ______ FOR CRACKS AND SERVICEABILITY. • ALL BII _____ BE WITH THE VEHICLE DURING OPERATION. • ENSURE ALL FUEL, OIL AND WATER ARE ________ TO FULL LEVELS • CLASS ____ LEAKAGE IS GREAT ENOUGH TO FORM DROPS THAT DRIP. • WETNESS AROUND SEALS, GASKETS, FITTINGS OR CONNECTIONS INDICATES _________. • ...

Culminating Portfolio Crossword. 2015-06-12

Culminating Portfolio Crossword. crossword puzzle

Across

The point at which the parabola changes from decreasing to increasing or from increasing to decreasing.
The money paid on a loan or investment.A percent of the principal.
The time it takes for a quantity to decay or be reduced to half its initial amount.
The graph of a quadratic relation.A symmetrical U-shaped curve.
A measure used to describe data; the mean, median, and mode are measures of this.
The interest paid on the principal and its accumulated interest.
A vertical line that passes through the vertex of a parabola.
All individuals or items that belong to a group being studied.
The difference between the greatest and least values in a set of data.
Three values that divide a set of data into four intervals with equal numbers of data.
The middle value when data is ordered from least to greatest.

Down

The time required for a quantity to double in size, number, or mass.
The longest side of a right angle triangle.The side opposite the right angle in a triangle.
The value or attribute that occurs most often in the set of data.
The side that forms one of the arms of the angle being considered in a right triangle, but is not the hypotenuse
Non-linear growth represented by and exponential relation and a graph with an upward curve.
Means triangle management.Used to calculate lengths of sides and measures of angles in triangles.
Data that can have any numerical value within a finite or infinite intervals; for example, the heights of students in your clas.
The sum of values in a set of data divided by the number of values in the set of data.

19 Clues: A vertical line that passes through the vertex of a parabola. • The middle value when data is ordered from least to greatest. • All individuals or items that belong to a group being studied. • The graph of a quadratic relation.A symmetrical U-shaped curve. • The interest paid on the principal and its accumulated interest. • ...

Arts 2024-09-10

Across

The visual element produced by light and perceived by the eye, including hue, value, and intensity
The materials used to create art, such as paint,clay, pencil, or digital tools
The size of an object or element in relation to other objects or elements in an artwork
The surface quality or feel of an artwork, which can be smooth, rough, shiny, or matte.
Art that depicts subjects as they appear in reality, with attention to detail and accuracy
Flat surface on which an artist arranges and mixes paints
The distribution of visual weight in an artwork, which can be symmetrical
A mark made by a tool, such as a pencil or brush, which can vary in thickness, length, and direction
A repetitive arrangement of elements, such as shapes, colors, or lines, in an artwork

Down

A two-dimensional area defined by lines or colors, such as circles, squares, or triangles
The overall arrangement, organization, or structure of an artwork
Media Artwork that incorporates multiple types of materials and techniques, such as collage, assemblage, or digital
A three-dimensional area defined or the illusion of 3D in a 2D artwork
Art that does not attempt to represent reality but uses shapes, colors, and forms to create a visual language of its own
The technique used to create the illusion of depth and space in a 2D artwork
The lightness or darkness of a color or tone, ranging from white to black
The arrangement of opposite elements, such as light and dark colors, to create visual interest and emphasis

17 Clues: Flat surface on which an artist arranges and mixes paints • The overall arrangement, organization, or structure of an artwork • A three-dimensional area defined or the illusion of 3D in a 2D artwork • The lightness or darkness of a color or tone, ranging from white to black • The distribution of visual weight in an artwork, which can be symmetrical • ...

Trig - francisco 2025-06-10

Across

A trigonometric function that relates the ratio of the opposite side to the adjacent side in a right triangle.
A trigonometric function that relates the ratio of the opposite side to the adjacent side in a right triangle.
A function that relates an angle of a triangle to the ratio of two sides of the triangle.
The reciprocal of sine
A trigonometric function that relates the ratio of the opposite side to the hypotenuse in a right triangle
A unit of angle measurement, where one radian is the angle subtended at the center of a circle by an arc equal in length to the radius of the circle.
An angle that measures 90 degrees.
The branch of mathematics that deals with the relationships between angles and the sides of triangles
A trigonometric function that relates the ratio of the adjacent side to the hypotenuse in a right triangle.

Down

A fundamental theorem in geometry stating that in a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
The side of a triangle that is across from a given angle.
The four regions of the coordinate plane, often used to define the sign of trigonometric functions.
The reciprocal of cosine
A figure formed by two rays or lines that share a common endpoint.
A mathematical relationship where each input has exactly one output.
The reciprocal of cosine
The side of a triangle that is next to a given angle and not the hypotenuse.
The maximum displacement of a periodic function from its equilibrium position.
The distance or interval after which a periodic function repeats its values.

19 Clues: The reciprocal of sine • The reciprocal of cosine • The reciprocal of cosine • An angle that measures 90 degrees. • The side of a triangle that is across from a given angle. • A figure formed by two rays or lines that share a common endpoint. • A mathematical relationship where each input has exactly one output. • ...

3D CROSSWORD 2019-11-08

Across

Based on the diagram ,if the volume is 20 cm2, find the height of the pyramid, in cm.
Find the Lowest Common Multiple (LCM) of 16 and 40
Another word for total
Refer to table that shows the number of ferry passengers at PulauPangkor jetty in March. Calculate the median
A student has rounded off 732 648 to the nearest ……… as she gets 733 000
Coordinates of P is (-4,-2) and coordinates of Q is (2,-2). Coordinates of midpoint of straight line PQ is (x,y). find value of x.
Comparison of two numbers

Down

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?
A polygon with 7 sides is known as?
Answer to a multiplication problem
Find the highest Common Factor (HCF) of 24,36 and 72
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.
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.
How many multiples of 24 that are less than 100

15 Clues: Another word for total • Comparison of two numbers • Answer to a multiplication problem • A polygon with 7 sides is known as? • How many multiples of 24 that are less than 100 • Find the Lowest Common Multiple (LCM) of 16 and 40 • Find the highest Common Factor (HCF) of 24,36 and 72 • A student has rounded off 732 648 to the nearest ……… as she gets 733 000 • ...

Crossword Puzzle 2013-04-23

Across

absoulute value of the maximum displacement from a zero value during one period of an oscillation
the ratio of the hypotenuse to the side opposite a given angle
the ratio of the hypotenuse to the side adjacent to a given angle
measure of a central angle
the angle of less than 360 degrees that corresponds to an angle of over 360 degrees
law stating that the ratio of a side of a plan triagnle to the sine of the opposite angle is the same for all three sides
a circle where radians has a length of one unit
the ratio of the side adjacent to a given angle to the side opposite
angle of 90 degrees
the ratio of the side opposite a given acute angle to the hypotenuse
the time during which something runs its course
the ratio of the side adjacent to a given angle to the hypotenuse
the ratio of the side opposite a given angle to the side adjacent to the angle

Down

law sating side of a plane triangle is equal to the sum of the squares of the other 2 sides minus twice the product of the other sides multiplied by the cosine of the angle between them
states that the area T of a triangle whose sides have lengths a, b, and c
The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
size of a serface
unit of measurment
the side of a right triangle opposite the right angle

19 Clues: size of a serface • unit of measurment • angle of 90 degrees • measure of a central angle • a circle where radians has a length of one unit • the time during which something runs its course • the side of a right triangle opposite the right angle • the ratio of the hypotenuse to the side opposite a given angle • ...

Culminating Portfolio Crossword. 2015-06-12

Across

A vertical line that passes through the vertex of a parabola.
The sum of values in a set of data divided by the number of values in the set of data.
Non-linear growth represented by and exponential relation and a graph with an upward curve.
The graph of a quadratic relation.A symmetrical U-shaped curve.
The time required for a quantity to double in size, number, or mass.
All individuals or items that belong to a group being studied.
The money paid on a loan or investment.A percent of the principal.

Down

A measure used to describe data; the mean, median, and mode are measures of this.
The value or attribute that occurs most often in the set of data.
The difference between the greatest and least values in a set of data.
The longest side of a right angle triangle.The side opposite the right angle in a triangle.
The interest paid on the principal and its accumulated interest.
Means triangle management.Used to calculate lengths of sides and measures of angles in triangles.
The side that forms one of the arms of the angle being considered in a right triangle, but is not the hypotenuse
Three values that divide a set of data into four intervals with equal numbers of data.
The time it takes for a quantity to decay or be reduced to half its initial amount.
The point at which the parabola changes from decreasing to increasing or from increasing to decreasing.
Data that can have any numerical value within a finite or infinite intervals; for example, the heights of students in your clas.
The middle value when data is ordered from least to greatest.

Chapter 12 Roof Framing Version B 2025-11-03

Chapter 12 Roof Framing Version B crossword puzzle

Across

A rafter that runs from the wall plate to the ridge, always at a 45° angle.
A structural unit consisting of such members as beams, bars, and ties arranged to form triangles.
The ratio of the rise to the span.
The total of all moving and variable loads that may be placed on a building.
A rafter that forms the intersection of an internal roof angle.
A rafter connected to both the ridge and the wall plate.
A gable overhang.
A plywood or steel plate fastened to the outside of a joint to give the joint strength.
A tie beam connecting rafters. It is located considerably above the wall plate. Also called rafter tie.

Down

The side of a right triangle opposite of the right angle. In roof framing, the length of the rafter is the hypotenuse.
Horizontal roof members used to support rafters between the plate and ridge board.
A wood member nailed to the ends of the rafters and lookouts and used for the outer face of a box cornice.
One of a series of structural members of a roof designed to support roof loads.
The horizontal line at the junction of the top edges of two roof surfaces.
Boards or prefabricated panels that are attached to the exterior studding or rafters of a structure.
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.
Structural member that supports the soffit and runs between the lower end of a rafter and the outside wall.
The horizontal distance of rafters from the outer edge of the wall plate to the center of the ridge.

19 Clues: A gable overhang. • The ratio of the rise to the span. • A rafter connected to both the ridge and the wall plate. • The distance a rafter extends upward above the wall plate. • A rafter that forms the intersection of an internal roof angle. • The horizontal line at the junction of the top edges of two roof surfaces. • ...

Chapter 12 Roof Framing Version C 2025-11-03

Chapter 12 Roof Framing Version C crossword puzzle

Across

The ratio of the rise to the span.
The distance a rafter extends upward above the wall plate.
A rafter that forms the intersection of an internal roof angle.
A structural unit consisting of such members as beams, bars, and ties arranged to form triangles.
The total of all moving and variable loads that may be placed on a building.
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.
A rafter connected to both the ridge and the wall plate.
The horizontal distance of rafters from the outer edge of the wall plate to the center of the ridge.

Down

A plywood or steel plate fastened to the outside of a joint to give the joint strength.
The side of a right triangle opposite of the right angle. In roof framing, the length of the rafter is the hypotenuse.
The horizontal line at the junction of the top edges of two roof surfaces.
A tie beam connecting rafters. It is located considerably above the wall plate. Also called rafter tie.
One of a series of structural members of a roof designed to support roof loads.
A gable overhang.
A rafter that runs from the wall plate to the ridge, always at a 45° angle.
A wood member nailed to the ends of the rafters and lookouts and used for the outer face of a box cornice.
Boards or prefabricated panels that are attached to the exterior studding or rafters of a structure.
Horizontal roof members used to support rafters between the plate and ridge board.
Structural member that supports the soffit and runs between the lower end of a rafter and the outside wall.

Geometry 2013-12-04

Across

To draw something inside something else. Usually drawing a shape inside another shape.
A line segment. Covers the inside the circle. going from one side to another.
Two identical flat ends that are circular or elliptical. Has one curved side.
A line that intersects a circle at two points. Both ends of the line are infinite.
The inside of an object. The amount that an object or shape can hold in its interior.
A solid object . The base is a polygon. The sides are triangles which meet at the top.
A line that touches a circle at one point only.The radius is always perpendicular to this line.
The amount an object can hold. Measured in units.
Any of the individual surfaces of a solid object.
A solid object. Has two identical ends and all flat sides.
The total area of a three dimensional object. Made up of the area of each shape on the object.
a solid object that has a circular base and one vertex. Is three dimensional.
A three dimensional object. Includes a Width, Depth, Height.
A pattern that you can cut and fold to amke a model of a solid shape.

Down

A part of a circle that lies between two lines that intersect it.
An angle inside of a circle. This angle is made by two point on the circle.
A point that touches a circle at one point. Is attached to the tangent.
Literally means "to draw around". Usually in geometry it is to draw a shape around another shape.
The object or shape an object sits on. Usually the lowest part.

19 Clues: The amount an object can hold. Measured in units. • Any of the individual surfaces of a solid object. • A solid object. Has two identical ends and all flat sides. • A three dimensional object. Includes a Width, Depth, Height. • The object or shape an object sits on. Usually the lowest part. • A part of a circle that lies between two lines that intersect it. • ...

Geometry 2014-05-06

Across

A geometric shape formed by the group of points that are an equal distance from a point, or center.
The amount of space, or number of square units, inside a closed figure.
The point where the two sides of an angle intersect.
A special constant value that relates the diameter of a circle to its circumference. Pi is used to find the circumference and area of a circle and applies for any circle.
The distance from one edge of the circle to the opposite edge that passes through the center.
One of two points on a line segment that signifies where the line segment ends.
One of the two equal sides in an isosceles triangle.
A quadrilateral with opposite parallel sides.
A closed shape consisting of line segments that has at least three sides. Triangles, quadrilaterals, rectangles, and squares are all types of polygons.
ANGLE AN ANGLE THAT MEASURES MORE THAN 0 DEGREES AND LESS THAN 90 DEGREES
The distance from the center to the edge of a circle.

Down

A line, line segment, or ray that intersects a circle at two points.
A flat surface that extends infinitely in any direction in three dimensions. A plane is represented by a closed four-sided figure.
A parallelogram with equal sides, resembles a diamond
A section of mathematics that involves the measurements, properties, and relationships of all shapes and sizes of things.
A tool that can be used to measure or create an angle.
ANGLES THE MESURE OF TWO ANGLES WHICH MEASURE THE SAME
A perpendicular line drawn from the highest point in the triangle to the base on the opposite side.
A line segment that divides a circle into two segments.

19 Clues: A quadrilateral with opposite parallel sides. • The point where the two sides of an angle intersect. • One of the two equal sides in an isosceles triangle. • A parallelogram with equal sides, resembles a diamond • The distance from the center to the edge of a circle. • A tool that can be used to measure or create an angle. • ...

Chapter 12 Roof Framing Version A 2025-11-03

Across

A tie beam connecting rafters. It is located considerably above the wall plate. Also called rafter tie.
One of a series of structural members of a roof designed to support roof loads.
A plywood or steel plate fastened to the outside of a joint to give the joint strength.
A rafter that runs from the wall plate to the ridge, always at a 45° angle.
A rafter connected to both the ridge and the wall plate.
A gable overhang.
The horizontal distance of rafters from the outer edge of the wall plate to the center of the ridge.

Down

The total of all moving and variable loads that may be placed on a building.
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.
A rafter that forms the intersection of an internal roof angle.
The ratio of the rise to the span.
The side of a right triangle opposite of the right angle. In roof framing, the length of the rafter is the hypotenuse.
A wood member nailed to the ends of the rafters and lookouts and used for the outer face of a box cornice.
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.
The horizontal line at the junction of the top edges of two roof surfaces.
The distance a rafter extends upward above the wall plate.
Horizontal roof members used to support rafters between the plate and ridge board.
A structural unit consisting of such members as beams, bars, and ties arranged to form triangles.

Unit 2.1 Building Design CEA 2015-10-06

Across

Reducing waste by changing patterns of production and consumption.
Meeting the needs of society in ways that can continue indefinitely into the future without damaging or depleting natural resources.
A horizontal wood member placed at the bottom of walls and openings in walls.
A covering placed over exterior studs or rafters that serve as a base below the exterior finish materials.
An assembly of structural members joined to form a rigid framework, usually connected to form triangles.
A tar-impregnated paper used for water protection under roofing and siding materials.
Engineered materials designed to keep out liquid water and prevent air infiltration while allowing water vapor to escape from inside the home.

Down

A horizontal structural member used to support other structural members over openings such as doors and windows.
Material, such as boards or shingles, used for surfacing the outside walls of a frame building.
Consideration of the solar orientation of a building based on the relative position of the sun in order to purposely increase or decrease the amount of light or heat transferred to the building.
Material used to restrict the flow of heat, cold, or sound from one surface to another.
Horizontal structural members used to carry the floor and ceiling loads.
The vertical framing member in frame wall construction.
The structural floor joined to the joists that support the finish flooring.
A horizontal structural member located on top of the studs used to hold the wall together.

15 Clues: The vertical framing member in frame wall construction. • Reducing waste by changing patterns of production and consumption. • Horizontal structural members used to carry the floor and ceiling loads. • The structural floor joined to the joists that support the finish flooring. • A horizontal wood member placed at the bottom of walls and openings in walls. • ...

3D CROSSWORD 2019-11-08

Across

How many multiples of 24 that are less than 100
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.
Refer to table that shows the number of ferry passengers at PulauPangkor jetty in March. Calculate the median
A polygon with 7 sides is known as?
Answer to a multiplication problem
Another word for total
Comparison of two numbers
Coordinates of P is (-4,-2) and coordinates of Q is (2,-2). Coordinates of midpoint of straight line PQ is (x,y). find value of x.
Based on the diagram ,if the volume is 20 cm2, find the height of the pyramid, in cm.

Down

Refer diagram where it shows an object P with its image P’. the diagram applied a transformation of?
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.
Refer to diagram , PQR and TUS are right-angled triangles. Calculate the perimeter in cm of the shaded region.
A student has rounded off 732 648 to the nearest ……… as she gets 733 000
Find the highest Common Factor (HCF) of 24,36 and 72
Find the Lowest Common Multiple (LCM) of 16 and 40

MATH PROJECT 2025-12-03

Across

The measure of the distance around a figure. Also known as the outside surrounding.
A shape formed by three or more line segments, called sides. Each segment meets exactly two other segments, but only at their endpoints.
The amount of space occupied by.
The area of a box is the total area of all it's faces.
A corner of a polygon.
A two dimensional pattern that can be folded into a three dimensional figure.
A triangle with two sides that are the same length.
A triangle with no equal sides.

Down

A three dimensional shape with a top and bottom base that are congruent polygons and lateral faces that are parallelograms.
A polygon that has all of its sides equal and all of its angles equal.
An ordered pair of numbers used to locate a point on a grid.
The measure of the amount of surface. Also known as the square units that cover up a space/shape.
Lines that meet at right angles. The length and width of a rectangle are perpendicular to each other and the base and height of a triangle are perpendicular to each other. In diagrams, perpendicular lines are often indicated by drawing a small square where the lines meet.
A three dimensional shape with one polygonal base and lateral sides that are all triangles that meet at a vertex opposite the base.
The angle that measures 90 degrees.

15 Clues: A corner of a polygon. • A triangle with no equal sides. • The amount of space occupied by. • The angle that measures 90 degrees. • A triangle with two sides that are the same length. • The area of a box is the total area of all it's faces. • An ordered pair of numbers used to locate a point on a grid. • ...

numbers 2023-06-19

Across

| The sixth number. It is often associated with the sides of cubes and represents a larger group of objects.
| The tenth number. It is often associated with the number of fingers on two hands and represents a complete set or group.
| The number after twelve. It represents a slightly larger quantity or group than twelve.
| The ninth number. It is often associated with baseball innings and represents a near-complete set or group.
| The fourth number. It is often associated with squares and represents a slightly larger group of objects.
| The number after eleven. It represents a slightly larger quantity or group than eleven.
| The fifth number. It is associated with the fingers on one hand and represents a moderate-sized group of objects.
| The number after thirteen. It represents a slightly larger quantity or group than thirteen.

Down

| The eighth number. It is often associated with octagons and represents a larger quantity or group.
| The seventh number. It is often associated with the days of the week and represents a week's worth of objects or time.
| The number after ten. It represents a slightly larger quantity or group than ten.
| The third number. It is often associated with triangles and represents a small group of objects.
| The number after fourteen. It represents a slightly larger quantity or group than fourteen.
| The first number. It represents a single item or quantity.
| The second number. It is often used to describe a pair of things.

15 Clues: | The first number. It represents a single item or quantity. • | The second number. It is often used to describe a pair of things. • | The number after ten. It represents a slightly larger quantity or group than ten. • | The number after twelve. It represents a slightly larger quantity or group than twelve. • ...

Mont: Year 9 Trigonometry 2023-05-23

Mont: Year 9 Trigonometry crossword puzzle

Across

A fundamental relation in geometry among the three sides of a right triangle. It states that the square of the hypotenuse (the side opposite the right angle) is equal to the sum of the squares of the other two sides.
A unit of measure for angles. One complete revolution is 2π radians.
In a right triangle, the ratio of the length of the opposite side to the length of the adjacent side.
A unit of measurement for angles. One complete revolution is 360 degrees.
The longest side of a right-angled triangle, opposite the right angle.
The reciprocal of sine.
A mnemonic used to remember the definitions of sine, cosine, and tangent: Sine = Opposite/Hypotenuse, Cosine = Adjacent/Hypotenuse, Tangent = Opposite/Adjacent.
In relation to a given angle in a right triangle, the side that is furthest from the angle.

Down

A branch of mathematics that studies relationships involving lengths and angles of triangles.
A triangle with one angle measuring 90 degrees.
The reciprocal of tangent.
In a right triangle, the ratio of the length of the side that is adjacent to the angle to the length of the hypotenuse.
In relation to a given angle in a right triangle, the side that is next to the angle.
The reciprocal of cosine.
In a right triangle, the ratio of the length of the side that is opposite the angle to the length of the longest side, the hypotenuse.

15 Clues: The reciprocal of sine. • The reciprocal of cosine. • The reciprocal of tangent. • A triangle with one angle measuring 90 degrees. • A unit of measure for angles. One complete revolution is 2π radians. • The longest side of a right-angled triangle, opposite the right angle. • A unit of measurement for angles. One complete revolution is 360 degrees. • ...

Grid of Knowledge 2025-01-03

Across

most commonly broken down into the following three fields: Biology, chemistry, and physics.
performing art in which movement, gesture, and intonation are used to realize a fictional character for the stage, for motion pictures, or for television.
involves different subjects such as visual arts, humanities, literary arts and performing arts.
Studies a multidisciplinary field of study that combines many subjects to prepare students for citizenship in a democratic society.
a form of literature acted out by performers.
the scientific study of nature, focusing on the physical plane of motion, force, and energy and comes from the root Phys, Greek for "nature" and "natural order."
joining process in which metals, or sometimes plastics, are heated, melted and mixed to produce a joint with properties similar to those of the materials being joined.
the mathematical study of lines, shapes, and surfaces.
branch of mathematics that studies the relationships between the sides and angles of triangles.

Down

manual communication commonly used by people who are deaf.
a branch of natural science that deals principally with the properties of substances, the changes they undergo, and the natural laws that describe these changes.
subjects in school can include cookery, home economics, and food technology.
subject is where the only language used is the Tagalog
a field of study that deals with the application of beauty treatments.
represents many different forms that play key factors in cultures around the world.

15 Clues: a form of literature acted out by performers. • subject is where the only language used is the Tagalog • the mathematical study of lines, shapes, and surfaces. • manual communication commonly used by people who are deaf. • a field of study that deals with the application of beauty treatments. • ...

Weather Systems and Patterns Vocab 2024-10-14

Weather Systems and Patterns Vocab crossword puzzle

Across

The movement of water from one location to another, driven by wind, water density differences, and tides.
When temperature differences cause liquids and gasses to expand and move. The warmer, less dense areas continually rises, and the colder more dense areas continually sinks, creating a cyclical current.
Indicated on a weather map by a line with red semi-circles. Brings light winds and precipitation, followed by warmer weather.
An area where two air masses with different temperatures and pressures meet.
The conditions of the atmosphere at a particular time and place.
The amount of water vapor in the air.

Down

A measure of the weight of the atmosphere on a given area of the surface of the Earth.
A current of air, moving in a particular direction, caused by the pressure differences between surrounding air masses.
A blanket of mixed gasses that are held to the Earth by gravity.
Indicated on a weather map by a line with blue triangles. Bring severe storms and precipitation, followed by colder weather.
The average year-after-year conditions of temperature and precipitation.
Rain, snow, sleet, or hail.
A body of air that has about the same temperature and humidity throughout.
The effect of the Earth’s rotation on the path of air and water; causes the path to curve.
A rapidly rotating storm that forms over the ocean due to low pressure and high temperature. Also called Tropical Cyclone or Typhoon in different regions.

15 Clues: Rain, snow, sleet, or hail. • The amount of water vapor in the air. • A blanket of mixed gasses that are held to the Earth by gravity. • The conditions of the atmosphere at a particular time and place. • The average year-after-year conditions of temperature and precipitation. • A body of air that has about the same temperature and humidity throughout. • ...

The Real Number & Surd Architecture 2026-05-15

The Real Number & Surd Architecture crossword puzzle

Across

The name of the ancient Greek philosopher credited with constructing the geometric continuous square root spiral made out of contiguous unit-leg right triangles
The strict logical method used to rigorously prove the irrationality

Down

A historical geometric term used to describe two lengths that do not share a common fractional measure, directly leading to the discovery of irrationality
A sub-category of irrational numbers (such as $\pi $ or $e$) that cannot be expressed as the root of any algebraic polynomial equation with integer coefficients
The specific algebraic expression, variable, or scalar value that sits entirely underneath the protective roof of a radical root sign
The small integer n nestled in the hook of a radical that dictates the specific order of the surdsign

6 Clues: The strict logical method used to rigorously prove the irrationality • The small integer n nestled in the hook of a radical that dictates the specific order of the surdsign • The specific algebraic expression, variable, or scalar value that sits entirely underneath the protective roof of a radical root sign • ...

math 101 2023-05-23

Across

triangle
triangles

Down

triangle

3 Clues: triangle • triangle • triangles

Culminating Portfolio Crossword. 2015-06-12

Across

The difference between the greatest and least values in a set of data.
The sum of values in a set of data divided by the number of values in the set of data.
The time it takes for a quantity to decay or be reduced to half its initial amount.
A measure used to describe data; the mean, median, and mode are measures of this.
The money paid on a loan or investment.A percent of the principal.
The longest side of a right angle triangle.The side opposite the right angle in a triangle.
Non-linear growth represented by and exponential relation and a graph with an upward curve.
Three values that divide a set of data into four intervals with equal numbers of data.
The point at which the parabola changes from decreasing to increasing or from increasing to decreasing.

Down

The value or attribute that occurs most often in the set of data.
Data that can have any numerical value within a finite or infinite intervals; for example, the heights of students in your clas.
The middle value when data is ordered from least to greatest.
The time required for a quantity to double in size, number, or mass.
The interest paid on the principal and its accumulated interest.
A vertical line that passes through the vertex of a parabola.
The graph of a quadratic relation.A symmetrical U-shaped curve.
All individuals or items that belong to a group being studied.
Means triangle management.Used to calculate lengths of sides and measures of angles in triangles.
The side that forms one of the arms of the angle being considered in a right triangle, but is not the hypotenuse

19 Clues: The middle value when data is ordered from least to greatest. • A vertical line that passes through the vertex of a parabola. • All individuals or items that belong to a group being studied. • The graph of a quadratic relation.A symmetrical U-shaped curve. • The interest paid on the principal and its accumulated interest. • ...

Tease Your Brain 2025-12-05

Across

What English word has three consecutive double letters?
I speak without a mouth and hear without ears. I have no body, but I come alive with the wind
What begins with an "e" and only contains one letter?
In which country was snooker invented?
Which word in the dictionary is always spelled incorrectly?
Which fruit has more genes than humans?
What word in the English language does the following: The first two letters signify a male, the first three letters signify a female, the first four letters signify a great, while the entire word signifies a great woman. What is the word?
What are the next three letters in this combination? OTTFFSS
Which country has the world's longest coastline?

Down

Which German city is famous for the perfume it produces?
Black-eyed peas are not peas. What are they?
Which two-person board game has 12 triangles called points on each side of the board?
You measure my life in hours and I serve you by expiring. I’m quick when I’m thin and slow when I’m fat. The wind is my enemy.
Which vegetable has more chromosomes than humans?
How many letters are in the alphabet?
A is the brother of B. B is the brother of C. C is the father of D. So how is D related to A?
In 2006, which of the traditional planets of the solar system was relegated to dwarf-planet status?
What is seen in the middle of March and April that can’t be seen at the beginning or end of either month?
What was Marilyn Monroe's natural hair colour?

19 Clues: How many letters are in the alphabet? • In which country was snooker invented? • Which fruit has more genes than humans? • Black-eyed peas are not peas. What are they? • What was Marilyn Monroe's natural hair colour? • Which country has the world's longest coastline? • Which vegetable has more chromosomes than humans? • ...

Geometry 2026-04-13

Across

when the sides of a polygon are extended, other angles are formed. The angles that form linear pairs with the interior angles.
A type of triangle that has 2 congruent sides, and 2 congruent base angles
Straight lines the intercept or meet at an right angle
2 angles that are equal to 180 degrees or two angles that add up to 180 degrees
Angles pairs formed on opposite sides of a line that intersects two other lines
A classification of a triangle that has one angle that is exactly 90 degrees
2 angles that are equal to 90 degrees or two angles that are added up to equal 90 degrees
A type of triangle that has 3 congruent angles, and is a perfect triangle
The branch of mathematics concerned with the properties and relations of points, lines, surfaces, solids.

Down

A polygon with three sides. They can have vertices named A, B, C "ABC"
A theorem where the sum of the measures of the interior angles of a triangle is 180 degrees
A classification of a triangle that angles are less than 90 degrees
A figure where all interior angles are equal in measure
A theorem that is a statement that can be proved easily using the theorem
A classification of a triangle that has one angle that is greater than 90 degrees
The original angles that are in the inside, the angles that were on the first line
A type of triangle that has no congruent sides, and no congruent angles
Identical triangles that have all 3 of the same angles and same sides
Straight lines that never intercept or touch,keeping a constant distance apart, no matter how far they go

19 Clues: Straight lines the intercept or meet at an right angle • A figure where all interior angles are equal in measure • A classification of a triangle that angles are less than 90 degrees • Identical triangles that have all 3 of the same angles and same sides • A polygon with three sides. They can have vertices named A, B, C "ABC" • ...

Types of Bridges 2021-02-11

Across

This type of bridge consists of triangles made of steel bars.
This type of bridge consists of a horizontal beam supported at each end by piers. This is the most simple type of bridge.
This type of bridge supports the roadway with massive steel cables, but in a different way. The cables run directly from the roadway up to a tower, forming a unique "A" shape.

Down

This type of bridge uses cables that are strung over two towers and then anchored on both ends. The cables make an "M" shape.
This type of bridge is shaped like a curved arch.

5 Clues: This type of bridge is shaped like a curved arch. • This type of bridge consists of triangles made of steel bars. • This type of bridge consists of a horizontal beam supported at each end by piers. This is the most simple type of bridge. • ...

Landscape Design 2021-05-04

Across

Breaks the bubble diagram down to show first draft vision of how each landscape area will be shaped
Seeks to make viewers comfortable within the landscape
diagrams Bubble diagrams are loosely drawn freeform shapes to represent areas/spaces
Used to draw angled lines Most common angles are 45 and 90 degree
Selects and positions visually strong items in the landscape composition to create focal points
The size relationships between all the features of the landscape including vertical, horizontal and spatial relationships
Master drawing
All the separate parts contribute to the creation of the total design
removes old branches that are large and unproductive by cutting them back to ground level
each side has as much interest as the other, but is not a mirror image
removes the end section of branches at the same height so that new shoots make a plant thicker

Down

Used for drawing vertical or horizontal straight lines that are parallel to the edge of the drawing board
and line Repeating something at a standard interval or pattern creates rhythm and lines
Used to draw circles and landscape features such as fences, hedges, etc.
removes certain branches to open up the plant allowing light through to keep the natural shape
Process is a sequence of steps to reach a goal
usually done one growing season prior to transplanting. (1” of stem diameter= 10” of circle diameter for pruning roots around plant)
Materials are distributed evenly on opposite sides of a central axis
1 side is a reflective mirror image of the opposite side, most formal type of balance

19 Clues: Master drawing • Process is a sequence of steps to reach a goal • Seeks to make viewers comfortable within the landscape • Used to draw angled lines Most common angles are 45 and 90 degree • Materials are distributed evenly on opposite sides of a central axis • All the separate parts contribute to the creation of the total design • ...

Blake Miller 2013-04-22

Across

The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
the side of a right triangle opposite the right angle
the angle of less than 360 degrees that corresponds to an angle of over 360 degrees
law stating that the ratio of a side of a plan triangle to the sine of the opposite angle is the same for all 3 sides
the ratio of the side opposite a given acute angle to the hypotenuse
the ratio of the hypotenuse to the side adjacent to a given angle
unit of measure
a circle whose radians has a length of one unit
the time during which something runs its course
the ratio of the side opposite a given angle to the side adjacent to the angle

Down

the ratio of the side adjacent to a given angle to the hypotenuse
triangle with an angle of 90 degrees
the ratio of the side adjacent to a given angle to the side opposite
states that the area T of a triangle whose sides have lengths a, b, and c
law stating side of a plane triangle is equal to the sum of the squa4res of the other 2 sides minus twice the product of the other sides multiplied by the cosine of the angle between them
the ratio of the hypotenuse to the side opposite a given angle
absolute value of the maximum displacement from a zero value during one period of an oscillation
measure of a central angle
3.14

19 Clues: 3.14 • unit of measure • measure of a central angle • triangle with an angle of 90 degrees • a circle whose radians has a length of one unit • the time during which something runs its course • the side of a right triangle opposite the right angle • the ratio of the hypotenuse to the side opposite a given angle • ...

Chapter 12 Roof Framing Version D 2025-11-03

Chapter 12 Roof Framing Version D crossword puzzle

Across

Horizontal roof members used to support rafters between the plate and ridge board.
A rafter connected to both the ridge and the wall plate.
The distance a rafter extends upward above the wall plate.
One of a series of structural members of a roof designed to support roof loads.
The horizontal distance of rafters from the outer edge of the wall plate to the center of the ridge.
A wood member nailed to the ends of the rafters and lookouts and used for the outer face of a box cornice.
The ratio of the rise to the span.
A gable overhang.
The total of all moving and variable loads that may be placed on a building.
A plywood or steel plate fastened to the outside of a joint to give the joint strength.

Down

A rafter that runs from the wall plate to the ridge, always at a 45° angle.
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.
A rafter that forms the intersection of an internal roof angle.
The side of a right triangle opposite of the right angle. In roof framing, the length of the rafter is the hypotenuse.
Structural member that supports the soffit and runs between the lower end of a rafter and the outside wall.
A tie beam connecting rafters. It is located considerably above the wall plate. Also called rafter tie.
Boards or prefabricated panels that are attached to the exterior studding or rafters of a structure.
The horizontal line at the junction of the top edges of two roof surfaces.
A structural unit consisting of such members as beams, bars, and ties arranged to form triangles.

Quadrilateral 2023-03-29

Across

a quadrilateral which has all its four vertices lying on a circle.
a trapezoid is a four-sided shape with one pair of parallel sides, like a stretched-out rectangle.
a convex quadrilateral that has both an incircle and a circumcircle.
a special case of a trapezoid. Alternatively, it can be defined as a in which both legs and both base angles are of the same measure.
a quadrilateral with all four sides having equal lengths. The Opposite sides of a rhombus are parallel and opposite angles are equal.
is a closed shape that is formed by joining four points among which any three points are non-collinear.
is a quadrilateral with two pairs of parallel sides.

Down

a quadrilateral which has one of its interior angles greater than 180°.
a quadrilateral that has 2 pairs of equal-length sides and these sides are adjacent to each other.
is a quadrilateral that can be inscribed in a circle (cyclic quadrangle) in which the products of the lengths of opposite sides are equal.
having all the internal angles equal to 90 degrees.
a four-sided polygon that has interior angles that measure less than 180 degrees each.
a Euclidean quadrilateral with one concave angle that is formed by joining two triangles with.
a quadrilateral with four sides that are not regular or the same.
a regular quadrilateral, which has all the four sides of equal length and all four angles are also equal.

15 Clues: having all the internal angles equal to 90 degrees. • is a quadrilateral with two pairs of parallel sides. • a quadrilateral with four sides that are not regular or the same. • a quadrilateral which has all its four vertices lying on a circle. • a convex quadrilateral that has both an incircle and a circumcircle. • ...

Anna and Mar's crossword 2023-05-26

Anna and Mar's crossword crossword puzzle

Across

the sum of currents flowing into that node is equal to the sum of currents flowing out of that node. (two words)
expressing a condition, as the first clause in the sentence (one word)
the branch of mathematics that deals with the relations between the sides and angles of triangles (one word)
uniform circular movement. (one word)
the reporting of something said or written by conveying what was meant rather than repeating the exact words (two words)
the most basic unit of structure of an organism. (one word)
are three laws from which solves the most part of the problems of classical mechanics. (two words)

Down

an expression or a proposition in mathematics or logic, stating that two quantities are equal. (one word)
writing in prose or poetry thought of as having permanent value or excellence. (one word)
the act or process of planning or writing a program. (one word)
the practice or science of collecting and analysing numerical data in large quantities, especially for the purpose of inferring proportions in a whole from those in a representative sample. (one word)
rapidity in moving. (one word)
the branch of mathematics that deals with general statements of relations, and uses letters and other symbols to represent numbers or values. (one word)
a molecule that is a large portion of the mass of every life form, composed of amino acids linked in long chains.(one word)
an often competitive athletic activity requiring skill or physical ability. (one word)

15 Clues: rapidity in moving. (one word) • uniform circular movement. (one word) • the most basic unit of structure of an organism. (one word) • the act or process of planning or writing a program. (one word) • expressing a condition, as the first clause in the sentence (one word) • an often competitive athletic activity requiring skill or physical ability. (one word) • ...

Schooooooool 2023-09-05

Across

This is the place at school where we spend most of our time.
We should not run here but we do it anyway.
This is the place at school that we go if we have a stomachache (maybe from eating too much pizza?).
This food starts as a circle but when we eat it we usually eat triangles. Yummy yummy I want some please give it to me!
This is the place at school where we can read or borrow books.
This is the place at school where we go if there is a performance or presentation.
This is the place at school where we can learn how to play instruments or sing.

Down

This is the place at school where Matthew can get coffee or take a rest or eat two pizzas if he has time.
This is the place at school we can learn how to do coding or type.
This is the place at school where we exercise and learn sports if we can't go outside.
This is the place at school where we go if we are in trouble. BIG trouble. :(
This is the place outside of school where we can play games and run around.
This is the place at school where we go to eat food like ice cream or pizza or pizza ice cream!

13 Clues: We should not run here but we do it anyway. • This is the place at school where we spend most of our time. • This is the place at school where we can read or borrow books. • This is the place at school we can learn how to do coding or type. • This is the place outside of school where we can play games and run around. • ...

Treasure Hunt 2026-06-11

Across

What traditional dance form is being taught in this building?
This Centre trains customers on these 9 things, based on their personal interest and needs. Which of these deals with eating right?"
Apparently if you have one of this a day, you will keep the Doctor away and below it are 3 words separated by green triangles. What is the middle word?"

Down

We are currently in a Town Ship whose name is also the name of a very famous coastal based Ice Cream brand
We are all of course delighted to be here today. But we are currently inside another "Delite", what is it?
Below us is a business whose logo and name is in Green & Orange. What are they assuring to keep lowest everyday?"

6 Clues: What traditional dance form is being taught in this building? • We are currently in a Town Ship whose name is also the name of a very famous coastal based Ice Cream brand • We are all of course delighted to be here today. But we are currently inside another "Delite", what is it? • ...

Technical Drafting Equipment 2024-04-09

Technical Drafting Equipment crossword puzzle

Across

Drawing arcs and circles is easier to draw when using this equipment.
Drawing equipment used to transfer measurements, dividing lines, and arcs into the specified range of equal components
Head or Removable Head -designed for comfort in carrying the drafting instrument.

Down

used to draw horizontal lines. Additionally, it can be used for guiding triangles in drawing vertical lines. It is made from wood, plastic, or a mix of each.
It is a semi-circular instrument divided into 180-degree equal components. It determines the gradations of the degrees in calculating arcs, angles, and circles.
Head or Adjustable Head - the top is adjustable and used just for occasional drawing.
Head - the top is mounted to the blade. This type of t-square is used for normal work.
A three-sided ruler that has usually two equal sides with a 90-degree angle and its third side is at 30, 45, or 60-degree angle. Made of plastic and comes in numerous sizes.

8 Clues: Drawing arcs and circles is easier to draw when using this equipment. • Head or Removable Head -designed for comfort in carrying the drafting instrument. • Head or Adjustable Head - the top is adjustable and used just for occasional drawing. • Head - the top is mounted to the blade. This type of t-square is used for normal work. • ...

Weekly Mathematician 2025-01-03

Across

Introduced overlapping circle diagrams to set theory. They're still used today in probability, stats, and logic.
Developed basic rules for using zero and worked with negative numbers.
He worked in early Geometry, especially with similar triangles and right angles. He also proved vertical angles are congruent.
Worked with Non-Euclidean elliptic Geometry.
Worked on complex Algebra problems. He found rational solutions to equations with several unknowns. He was first to recognize positive rational numbers as numbers, by allowing fractions for coefficients and solutions.
Created a two dimensional surface with only one side.
American Mathematician whose calculations of orbital mechanics at NASA were critical to the success of the first U.S. crewed space flights.
First to use a number line and the symbol for infinity. He set the standard notation for exponents.
Was 1st to compile a system of geometrical knowledge. Known for his quadrature of the lune.

Down

Developed Cartesian coordinates and analytic geometry. He also was 1st to use superscripts for exponents.
Worked on decision problems and is known for their hypothesis about Hilbert's 10th problem.
Worked in proofs and logical methods
Was an English statistician, chemist, and brewer who pioneered small sample experimental design and is most famous for his "Student's t-distribution".
Worked with fractals and computer plotting of his and Julia's sets.
Was 1st to prove binomial theorem.
Developed infinitesimal calculus, solved linear equations with matrices, and worked with a binary system.
Is known for finding a way to determine the area of a triangle from its side lengths.
Worked in Geometry and also made advancements with fractions. He developed a formula for the volume of a cone.

18 Clues: Was 1st to prove binomial theorem. • Worked in proofs and logical methods • Worked with Non-Euclidean elliptic Geometry. • Created a two dimensional surface with only one side. • Worked with fractals and computer plotting of his and Julia's sets. • Developed basic rules for using zero and worked with negative numbers. • ...

Calculus Survivor 2026-05-12

Across

If f(x)=4x^2-3x+2 find f’(1).
What derivative rule would you use to take the derivative of the following function: f(x)=(3x+5)(6x-2)?
What is the approximate area under the curve using LRAM for y=3x^2-40 using 3 triangles on the interval [0,9]?
If the definite integral of f(x) and g(x) from [-2,0] are both 4 then what is the definite integral for f(x) + g(x) from [-2,0]?
Will be attending the University of Maryland in the fall.
What derivative rule would you use to take the derivative of f(x)=tan(4x^5)?
Find the delta x value for a rectangular approximation method where there are 5 rectangles on an interval of [-3,7].
What is the derivative of secx?

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What type of Engineer was Ms. B?
On the Winter Track Team.
If the definite integral of f(x) from [-1,2] is 10 and the definite integral of f(x) from [2,5] is 2 then what is the definite integral of f(x) from [-1,5]?
What is the exact area under the curve of y=4x^3+2 from [-1,1]?
Plays an instrument in the school’s Band
If f(x)=x(x^2-3) find f’(2).
If the definite integral of f(x) from [0,3] is -10 what is the definite integral of f(x) from [3,0]?
What is the antiderivative of -sinx (not including the +c)?
What would the leading coefficient be for the second derivative of f(x)=x^5+2x^3-4x^2+4x?
Going to Ramapo College of New Jersey this Fall.

18 Clues: On the Winter Track Team. • If f(x)=x(x^2-3) find f’(2). • If f(x)=4x^2-3x+2 find f’(1). • What is the derivative of secx? • What type of Engineer was Ms. B? • Plays an instrument in the school’s Band • Going to Ramapo College of New Jersey this Fall. • Will be attending the University of Maryland in the fall. • What is the antiderivative of -sinx (not including the +c)? • ...

surface area 2021-05-14

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prism A triangular prism is a prism composed of two triangular bases and three rectangular sides. It is a pentahedron.
pyramid If the base of a pyramid is rectangular, then it is called a rectangular pyramid. Though the shape of the base is rectangular, the sides of all pyramids are in a triangular shape.
of a rectangular pyramid:
a 2-dimensional shape that can be folded into a 3-dimensional shape

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pyramid A triangular pyramid is a pyramid having a triangular base. The tetrahedron is a triangular pyramid having congruent equilateral triangles for each of its faces. ... The regular tetrahedron is a special case of the triangular pyramid.
the area of all the sides of a shape except the bases
the quantity that expresses the extent of a 2-dimensional shape
prism In geometry, a rectangular prism can be defined as a 3-dimensional solid shape which has six faces that are rectangles.
Total surface area is the amount of two-dimensional space occupied by a given object. It is the result of multiplying two length measurements together, which is represented as a number squared, for example 100 meters^2.

9 Clues: of a rectangular pyramid: • the area of all the sides of a shape except the bases • the quantity that expresses the extent of a 2-dimensional shape • a 2-dimensional shape that can be folded into a 3-dimensional shape • prism A triangular prism is a prism composed of two triangular bases and three rectangular sides. It is a pentahedron. • ...

Solid Figures Crossword 2012-03-19

Solid Figures Crossword crossword puzzle

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the side, or part of a side, upon which the use of a thing depends
Solids one of the five regular polyhedrons: tetrahedron, octahedron, hexahedron, icosahedron, or dodecahedron.
Prism a prism that has two bases, one directly above the other, and that has its lateral faces as rectangles
a line at which two surfaces of a solid object meet
Solid d equals the length (squared) + the width (squared) + the height (squared) all square rooted
Pyramid a pyramid whose base is a regular polygon and whose lateral edges are all equal in length
Formula e ix = cos x + i sin x.

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a solid having a polygonal base, and triangular sides that meet in a point.
a surface or solid bounded by two parallel planes and generated by a straight line moving parallel to the given planes and tracing a curve bounded by the planes and lying in a plane perpendicular or
a solid figure having many faces.
the intersection of two sides of a plane figure.
a solid whose surface is generated by a line passing through a fixed point and a fixed plane curve not
a solid bounded by six equal squares, the angle between any two adjacent faces being a right angle.
Prism a prism whose bases are triangles
a solid geometric figure generated by the revolution of a semicircle about its diameter; a round body whose surface is at all points equidistant from the center.
a solid having bases or ends that are parallel, congruent polygons and sides that are parallelograms.

16 Clues: a solid figure having many faces. • Formula e ix = cos x + i sin x. • Prism a prism whose bases are triangles • the intersection of two sides of a plane figure. • a line at which two surfaces of a solid object meet • the side, or part of a side, upon which the use of a thing depends • a solid having a polygonal base, and triangular sides that meet in a point. • ...

trigonometry title 2018-08-17

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squaring a number

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uses

2 Clues: uses • squaring a number

Exploratory Art: Cumulative Exam Review (#70-103) 2021-05-12

Exploratory Art: Cumulative Exam Review (#70-103) crossword puzzle

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___ poles are intricate wood pieces with carvings of animals and shapes important within a culture.
Allowing some light filters through.
a structure made up of one or more triangular units that are connected at the joints by long beams. The triangles of a truss structure keep the structure from sheering and collapsing.
a type of sculpture that contains objects embedded in a ground or surface. It has only one point of view, like a painting or drawing has.
the two components of weaving are warp and ____.
Taking in light.
A property of glass which casts light back.

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the main component usually found in glass. Silica is a chemical compound most commonly found in sand or quartz.
glass that has been colored using metallic salts.
an element with super and electric and thermal conductivity, high luster, and sensitivity. The four main types of metal are gold, bronze, silver, and iron.
a type of bridge where the main load-bearing elements are hung from suspension cables. The load is distributed to the cables, which continue beyond the structure.
this type of sculpture is a three-dimensional piece of art, which is surrounded by space on all sides. A freestanding sculpture has multiple perspectives.
a form of cutting where a metal is made into a specified geometry by removing excess material using various kinds of tooling leaving a finished part matching a set of specifications.

13 Clues: Taking in light. • Allowing some light filters through. • A property of glass which casts light back. • the two components of weaving are warp and ____. • glass that has been colored using metallic salts. • ___ poles are intricate wood pieces with carvings of animals and shapes important within a culture. • ...

Angle sum and exterior angles of triangles 2022-06-04

Angle sum and exterior angles of triangles crossword puzzle

Across

angle sum theorem The sum of the 3 interior angles of any triangle is always 180 degrees
every angle measure and side length is uniquely different than the other
one pair of sides are congruent
all angles are congruent at 60 degrees

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one of the angles measures greater than 90 degrees
all side are congruent
all angles measure less than 90 degrees
triangle One angle measures exactly 90 degrees

8 Clues: all side are congruent • one pair of sides are congruent • all angles are congruent at 60 degrees • all angles measure less than 90 degrees • triangle One angle measures exactly 90 degrees • one of the angles measures greater than 90 degrees • every angle measure and side length is uniquely different than the other • ...

Vocabulary Week 3 2015-09-28

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/ a person who rejects a cause, allegiance, religion or group for another; an outlaw
/ the repetition of a consonant sound in a line of literature, especially poetry
/ a prohibition by a government on certain or all trade with a foreign nation
/ a substance that stimulates cells in the immune system to recognize and attack disease- causing agents, especially through the production of antibodies. Most are given as injections and may include a weaker or dead form of the disease causing virus and bacterium

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/ to honor the memory of someone or something, especially with a ceremony
/ something other than property passed down from other generations; a tradition
/ a tax or duty imposed by a government on a category of imported or exported goods, such as automobiles and steel
/ unit of length equal to 1,000 meters or 0.62 of a mile
/ a thinly spread cloud of interstellar gas and dust - if its is reflecting it will appear as a bright patch in the night sky, but if absorbing light it will appear as a dark patch
/ a flat, closed geometric figure bounded by three or more line segments. Triangles, rectangles and octagons are all examples of polygons

10 Clues: / unit of length equal to 1,000 meters or 0.62 of a mile • / to honor the memory of someone or something, especially with a ceremony • / a prohibition by a government on certain or all trade with a foreign nation • / something other than property passed down from other generations; a tradition • ...

Shapes 2023-06-12

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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.

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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.
A pair of parallel sides of a rectangle. This shape mainly has the shape of a bridge.

8 Clues: all four sides are right angles, shaped equal in width and height. • 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. • ...

Composition in Photography 2025-08-21

Composition in Photography crossword puzzle

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Divide the frame into nine equal parts using two horizontal and two vertical lines. Place key elements along these lines or at their intersections for a more balanced and engaging composition.
Elements on both sides of the frame mirror each other. This creates a sense of formality, calm, and stability.
Lines—real or implied—within the scene (like roads, fences, or shadows) guide the viewer’s eye toward the subject or through the photo.

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Move closer or zoom in so that the subject occupies most or all of the frame. This emphasizes detail and removes distractions.
Arrange key elements in a triangular formation—either implied by shapes or actual subject placement—to create stability and guide the viewer’s eye
Unequal elements are arranged so that they balance visually—often using contrast in size, color, or positioning. It feels more dynamic and organic.
Refers to the way visual elements are arranged within the frame.
Use elements such as windows, tree branches, or arches to create a visual boundary around the subject, drawing focus and adding depth.

8 Clues: Refers to the way visual elements are arranged within the frame. • Elements on both sides of the frame mirror each other. This creates a sense of formality, calm, and stability. • Move closer or zoom in so that the subject occupies most or all of the frame. This emphasizes detail and removes distractions. • ...

Math Ways 2022-04-18

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theorem- a theorem attributed to Pythagoras that the square of the hypotenuse of a right triangle is equal to the sum of the squares of the other two sides.
A triangle with a right angle

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Triangle- A triangle in which all three side are the length

3 Clues: A triangle with a right angle • Triangle- A triangle in which all three side are the length • theorem- a theorem attributed to Pythagoras that the square of the hypotenuse of a right triangle is equal to the sum of the squares of the other two sides.

Trigomometry Crossword Puzzle BY ArthurZHU FMP10 BLOCK A 2019-04-10

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The ratio of the length of the side opposite an angle in a right-angled triangle to the length of the side next to it
The relationship between two groups of people or things that is represented by two numbers showing how much larger one group is than the other
The type of mathematics that deals with the relationship between the sides and angles of triangles
The ratio of the length of the side next to an acute angle in a right-angled triangle to the length of the longest side(= the hypotenuse )
On the other side of a particular area from sb./sth. and usually facing them

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The ratio of the length of the side opposite one of the angles in a right-angled triangle that are less than 90˚ to the length of the longest side
Describes either a pair of vertices in a graph that have common edges or a pair of edges in a graph that have a common vertex
The side opposite the right angle of a right-angled triangle
A flat shape with three straight sides and three angles; a thing in the shape of a triangle
The space between two lines or surfaces that join, measured in degrees

10 Clues: The side opposite the right angle of a right-angled triangle • The space between two lines or surfaces that join, measured in degrees • On the other side of a particular area from sb./sth. and usually facing them • A flat shape with three straight sides and three angles; a thing in the shape of a triangle • ...

Chemistry Test 3 Vocab 2022-11-01

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Some number of electrons that share the same region of space in a molecule
A quantity having both magnitude (size) and direction
An experimental measure of the polarity of a molecule. A measure of both the strength of the dipole charges and the distance between them
A synonym for dipole–dipole force
Valence Shell Electron Pair Repulsion
The intermediate-strength intermolecular attractive force exerted by polar molecules on each other. Compare hydrogen bond; London force

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A model used to predict molecular shape, the basic tenet being that the valence electrons in a molecule repel each other because they carry negative charges
A force exerted by one molecule on another molecule, arising from the separation of positive and negative electrical charges in the molecules.
A covalent molecule in which there is no net separation of electrical charge in the molecule. Compare polar molecule.
A covalent molecule containing atoms of different electronegativities arranged in such a way that there is a net (unbalanced) separation of electrical charge in the molecule
A four-sided polygon in which all sides are identical equilateral triangles
The number of electron groups about an atom in a molecule, equal to the sum of the number of lone pairs of electrons and the number of attached atoms
geometry is derived from a tetrahedral geometry via removal of the top part of the tetrahedron
The dipole moment for an entire molecule. It points from the d+ portion of the entire molecule to the d- portion

14 Clues: A synonym for dipole–dipole force • Valence Shell Electron Pair Repulsion • A quantity having both magnitude (size) and direction • Some number of electrons that share the same region of space in a molecule • A four-sided polygon in which all sides are identical equilateral triangles • ...

trigonometry title 2018-08-17

Across

squaring a number

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uses

2 Clues: uses • squaring a number

Quadrilaterals Crossword 2022-04-10

Quadrilaterals Crossword crossword puzzle

Across

A quadrilateral with 1 pair of parallel lines and the midsegment is parallel to each base and equals 1/2 the sum of the base lengths.
A quadrilateral where both opposite sides are congruent, both pairs of opposite angles are congruent, diagonals bisect each other and separate the quadrilateral into two congruent triangles and one pair of opposite sides are parallel and congruent.
A quadrilateral with 4 right angles and 4 congruent sides.
A quadrilateral with congruent legs and diagonals, one pair of congruent base angles, and each pair of base angles are congruent.

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A quadrilateral with 2 pairs of consecutive congruent sides, one pair of opposite congruent angles and whose diagonals are perpendicular.
A quadrilateral with 4 right angles, opposite sides are parallel and congruent, opposite angles are congruent, consecutive angles are supplementary, diagonals bisect each other and are congruent.
A parallelogram whose diagonals are perpendicular and bisect a pair of opposite angles.

7 Clues: A quadrilateral with 4 right angles and 4 congruent sides. • A parallelogram whose diagonals are perpendicular and bisect a pair of opposite angles. • A quadrilateral with congruent legs and diagonals, one pair of congruent base angles, and each pair of base angles are congruent. • ...

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