mathematics Crossword Puzzles

SCHOOL SUBJECT 2024-04-25

Across

Biology
Art
PhysicalEducation
Mathematics
Science
SocialStudies
Chemistry
Literature

Down

Music
English
InformationTechnology
Geography
Physics
Drama
History

15 Clues: Art • Music • Drama • English • Biology • Physics • Science • History • Geography • Chemistry • Literature • Mathematics • SocialStudies • PhysicalEducation • InformationTechnology

Mathematics 2023-11-11

Across

-any line joining two points of the cir: Secant -an extension of a chord in a circle which is a straight line segment of which the endpoints lie on the circle.
-a line that passes through the center and meets the circumference at opposite ends
-a region bounded by a chord and a corresponding arc lying between the chord's endpoints
-Perimeter of the circle
-a line touching circles or an ellipse at only one point

Down

- the value that occurs the most
- a single performance of well-defined experiment
- a set of outcomes of an experiment to which a probability is assigned.
-The distance from the centre of a circle to any point on the boundary
- a result of an event that depends on probability,
-the number in the middle of a data set.
- a part of a circle made of the arc of the circle along with its two
-the average of a data set, found by adding all numbers together and then dividing the sum of the numbers by the number of numbers.

13 Clues: -Perimeter of the circle • - the value that occurs the most • -the number in the middle of a data set. • - a single performance of well-defined experiment • - a result of an event that depends on probability, • -a line touching circles or an ellipse at only one point • - a part of a circle made of the arc of the circle along with its two • ...

Math 101L - Lab 6 2021-09-15

Across

Original discoverers found some theorems under a rock – True or False?
A typical fifth grader, with good mathematics instruction, could solve this faster than the best mathematicians few thousand years BC
If you are struggling in your college mathematics course with specific mathematics content, doing more discovery or laboratory activities that relate to it can most likely help you. One of the possible sources for these activities is _______
Big general theories are usually afterthoughts based on small but profound insights; the insights themselves come from concrete _______
The ____ of your mathematics study has to be the use and improvement of your general learning skills
The development of mathematics is related to how it should be _____
Employers love problem _____

Down

One of the benefits of learning mathematics – Increased ability to become a ____ learner
Mathematics and ____ like each other very much
Tobias Danzig, a mathematician, used an interesting analogy using designer of _______
What kind of skills come from learning mathematics?
The need for mathematics has lessened due to technological advancement – True or False?
Who develops mathematics?

13 Clues: Who develops mathematics? • Employers love problem _____ • Mathematics and ____ like each other very much • What kind of skills come from learning mathematics? • The development of mathematics is related to how it should be _____ • Original discoverers found some theorems under a rock – True or False? • ...

my Project 2021-06-16

Across

, A_r_a (MATHEMATICS)
, B_ _T_ _F_L_ (NATURAL SCIENCES)
, o_v_e_ (INGLISH)
, a_p_e (INGLISH)
, m_n_e_ (INGLISH)
, A_c_o_ _m_c (SOCIAL STUDIES)
, B_ _ D _ (NATURAL SCIENCES)

Down

, A_ _L_E (MATHEMATICS)
, Z_ _ b_d_ (NATURAL SCIENCES)
, T_U_ _D_ _ (INGLISH)
, D_ _P_I_ (INGLISH)
, N _ M _ B _R (MATHEMATICS)
, m_n_y (INGLISH)
, C_ _L_C_T_ _E (SOCIAL STUDIES)
, S_ _ R_ (SOCIAL STUDIES)

15 Clues: , a_p_e (INGLISH) • , m_n_y (INGLISH) • , o_v_e_ (INGLISH) • , m_n_e_ (INGLISH) • , D_ _P_I_ (INGLISH) • , A_r_a (MATHEMATICS) • , T_U_ _D_ _ (INGLISH) • , A_ _L_E (MATHEMATICS) • , N _ M _ B _R (MATHEMATICS) • , S_ _ R_ (SOCIAL STUDIES) • , B_ _ D _ (NATURAL SCIENCES) • , Z_ _ b_d_ (NATURAL SCIENCES) • , A_c_o_ _m_c (SOCIAL STUDIES) • , C_ _L_C_T_ _E (SOCIAL STUDIES) • ...

Famous mathematicians 2023-09-21

Across

A pair of numbers that describe the location of a point on a grid.
The location of a point on a grid.
The study of plane and solid figures on the basis of axioms and theorems employed by the Greek mathematician Euclid.
A Principle that states a body totally or partially immersed in a fluid is subject to an upward force equal in magnitude to the weight of fluid it displaces.
The part of mathematics that helps represent problems or situations in the form of mathematical expressions.
A branch of mathematics that deals with rates of change.
A branch of math relating to lines, shapes, and dimensions(X,Y,Z).
Theory that every event has a specific chance of happening.

Down

A group made by Pythagoras.
Two expressions with a symbol between them to show that they are equivalent.
The area of a surface of an object.
The name of the 13 books made by Euclid.
A branch of mathematics that deals with the study of triangles.
The branch of mathematics that deals with the properties and relationships of numbers, especially the positive integers.
The space a 3D object takes up.
A number that can’t be represented by a fraction, doesn’t terminate, and doesn’t repeat.
A theorem made by the Pythagorean group.
The branch of mathematics dealing with the properties and manipulation of numbers.
The chance of something happening.
The branch of mathematics concerned with the properties and relations of points, lines, surfaces, solids, and higher dimensional analogs.

20 Clues: A group made by Pythagoras. • The space a 3D object takes up. • The location of a point on a grid. • The chance of something happening. • The area of a surface of an object. • The name of the 13 books made by Euclid. • A theorem made by the Pythagorean group. • A branch of mathematics that deals with rates of change. • ...

Maths 2014-09-16

Across

the symbol of addition
the symbol for division
The mathematics where you divide
the symbol for multiplication
The mathematics where you subtract

Down

The mathematics of chance
The mathematics where you multiply
the symbol for subtraction
Mathematics
The mathematics where you add

10 Clues: Mathematics • the symbol of addition • the symbol for division • The mathematics of chance • the symbol for subtraction • the symbol for multiplication • The mathematics where you add • The mathematics where you divide • The mathematics where you multiply • The mathematics where you subtract

Garfield's Crossword 2023-04-14

Across

republican
minister
house
anticorruption
halfbreed

Down

stalwart
convention
mathematics
bornagain
oration
representative
pythagorean
porch
reform

14 Clues: house • porch • reform • oration • stalwart • minister • bornagain • halfbreed • convention • republican • mathematics • pythagorean • representative • anticorruption

Garfield's Crossword 2023-04-14

Across

republican
minister
house
anticorruption
halfbreed

Down

stalwart
convention
mathematics
bornagain
oration
representative
pythagorean
porch
reform

Garfield's Crossword 2023-04-14

Across

republican
minister
house
anticorruption
halfbreed

Down

stalwart
convention
mathematics
bornagain
oration
representative
pythagorean
porch
reform

Mesopotamia 2023-10-01

Across

domestic
axel
bricks
time
writing
plows
farms

Down

animal
pottery
wheel
clocks
astronomy
mathematics
weaving

14 Clues: axel • time • wheel • plows • farms • animal • clocks • bricks • pottery • writing • weaving • domestic • astronomy • mathematics

MATHEMATICS 2018-06-20

Across

How many millimetres in a metre?
Volume = L x B x ?
How many sides do 3 squares and two triangle have?
distance divided by time = ?
To find the product of two number what must you do with them?
One number over another number

Down

How many centimetres are there in half a metre?
100 years
132 divided by 11
the number at the bottom of a fraction
from the centre of a circle to the side of the circle
If 10y = 400, what is "y"?

12 Clues: 100 years • 132 divided by 11 • Volume = L x B x ? • If 10y = 400, what is "y"? • distance divided by time = ? • One number over another number • How many millimetres in a metre? • the number at the bottom of a fraction • How many centimetres are there in half a metre? • How many sides do 3 squares and two triangle have? • from the centre of a circle to the side of the circle • ...

Mathematics 2021-01-26

Across

Lines that can never intersect
A approximate answer
The distance around a circle
The distance around a shape
Average value of a data set
A shape in which all parts are the same distance from its center

Down

Figure made from two line segments starting from the same point
Lines that intersect at a 90 degree angle
Middle value of a data set listed in order
A fraction which always has a denominator of 100
An amount measured in square units
Number that occurs most often in a data set

12 Clues: A approximate answer • The distance around a shape • Average value of a data set • The distance around a circle • Lines that can never intersect • An amount measured in square units • Lines that intersect at a 90 degree angle • Middle value of a data set listed in order • Number that occurs most often in a data set • A fraction which always has a denominator of 100 • ...

mathematics 2021-02-12

Across

the distance from the center of the circle to a point on its circumference
three or more points lie on a straight line
a number that will divide into another number exactly
longest length between two points on the circumference of a circle
a proposition that is not actually proved or demonstrated, but is considered to be self-evident and universally accepted
a polynomial algebraic expression or equation with two terms

Down

two lines intersecting each other at 90 degrees
numbers containing infinite number of non-repeating digits
line segment through a vertex and perpendicular to a line containing the base
a statement that can be demonstrated to be true by accepted mathematical operations and arguments
a branch of mathematics that uses symbols or letters to represent variables which are used to express operations and equations
an angle that is more than 180° but less than 360°

12 Clues: three or more points lie on a straight line • two lines intersecting each other at 90 degrees • an angle that is more than 180° but less than 360° • a number that will divide into another number exactly • numbers containing infinite number of non-repeating digits • a polynomial algebraic expression or equation with two terms • ...

mathematics 2023-06-02

Across

opp. side of pair are parallel, opp. pair of angle are equal and all sides are equal
A three-dimensional shape with a polygonal base and triangular faces converging at a point
A three-dimensional shape with six square faces
A polygon with six sides
other name of cuboid
3 sided figure with 2 equal sides
Lines that are always the same distance apart and never intersect

Down

Sum of two right angle
A closed curve where all points are equidistant from the centre
A quadrilateral shape with two pairs of adjacent sides that are equal in length
has four centres and the tangents at the connecting points
A shape with four sides, no parallel sides, and different angles

12 Clues: other name of cuboid • Sum of two right angle • A polygon with six sides • 3 sided figure with 2 equal sides • A three-dimensional shape with six square faces • has four centres and the tangents at the connecting points • A closed curve where all points are equidistant from the centre • A shape with four sides, no parallel sides, and different angles • ...

Mathematics 2024-11-05

Across

An array of numbers arranged in rows and columns.
A polynomial containing 2 terms.
A value calculated from the elements of a square matrix.
The power to which a base must be raised to produce a given number.
An ordered list of numbers created using a formula.
A curve formed by the intersection of a double cone with a plane.

Down

An algebraic expression consisting of variables and coefficients.
A measure of the likelihood of an event occurring.
An arrangement of objects in a specific order.
Mathematics of relationships between the sides and angles of Right triangles.
A fundamental concept in calculus, representing the slope of a curve.
A fundamental concept in calculus, representing the area under a curve.

12 Clues: A polynomial containing 2 terms. • An arrangement of objects in a specific order. • An array of numbers arranged in rows and columns. • A measure of the likelihood of an event occurring. • An ordered list of numbers created using a formula. • A value calculated from the elements of a square matrix. • An algebraic expression consisting of variables and coefficients. • ...

Math 101L - Lab 6 2021-09-15

Across

Big general theories are usually afterthoughts based on small but profound insights; the insights themselves come from concrete _______
Original discoverers found some theorems under a rock – True or False?
One of the benefits of learning mathematics – Increased ability to become a ____ learner
The need for mathematics has lessened due to technological advancement – True or False?
The development of mathematics is related to how it should be _____
Who develops mathematics?
Employers love problem _____

Down

Mathematical theories and discoveries evolve from the need to solve this kind of problems
The ____ of your mathematics study has to be the use and improvement of your general learning skills
A typical fifth grader, with good mathematics instruction, could solve this faster than the best mathematicians few thousand years BC
If you are struggling in your college mathematics course with specific mathematics content, doing more discovery or laboratory activities that relate to it can most likely help you. One of the possible sources for these activities is _______
Tobias Danzig, a mathematician, used an interesting analogy using designer of _______
Mathematics and ____ like each other very much

13 Clues: Who develops mathematics? • Employers love problem _____ • Mathematics and ____ like each other very much • The development of mathematics is related to how it should be _____ • Original discoverers found some theorems under a rock – True or False? • Tobias Danzig, a mathematician, used an interesting analogy using designer of _______ • ...

Mathematics 2021-05-18

Across

normal form of linear equation in two variables
the value of pi
figures which have 4 sides,4vertices and 4angles
is the longest side in right angled triangle
is the probability of certainly stops
points have to draw graph
quadrants in a graph sheet

Down

father of statistics
sum of interior triangle
the figures which have length,breadth and height
books are euclid elements
the right angle formed in a right angled triangle is called

12 Clues: the value of pi • father of statistics • sum of interior triangle • books are euclid elements • points have to draw graph • quadrants in a graph sheet • is the probability of certainly stops • is the longest side in right angled triangle • normal form of linear equation in two variables • the figures which have length,breadth and height • ...

Mathematics 2023-03-07

Across

used for counting something
a term for dividing a part
numbers system which has negative symbols
formula used to open or simplify an expression that is in a bracket with different symbols
two same numbers multiplied
for comparing quantities

Down

solid shapes with Vertices , Edges and Faces
used for measurement approximately
extra amount to an amount
unknown numbers in alphabets
two or more things compared with visualising
sum of all sides

12 Clues: sum of all sides • for comparing quantities • extra amount to an amount • a term for dividing a part • used for counting something • two same numbers multiplied • unknown numbers in alphabets • used for measurement approximately • numbers system which has negative symbols • solid shapes with Vertices , Edges and Faces • two or more things compared with visualising • ...

mathematics 2023-06-02

Across

opp. side of pair are parallel, opp. pair of angle are equal and all sides are equal
A three-dimensional shape with a polygonal base and triangular faces converging at a point
A three-dimensional shape with six square faces
A polygon with six sides
other name of cuboid
3 sided figure with 2 equal sides
Lines that are always the same distance apart and never intersect

Down

Sum of two right angle
A closed curve where all points are equidistant from the centre
A quadrilateral shape with two pairs of adjacent sides that are equal in length
has four centres and the tangents at the connecting points
A shape with four sides, no parallel sides, and different angles

Math 101L - Lab 6 2021-09-15

Across

Big general theories are usually afterthoughts based on small but profound insights; the insights themselves come from concrete _______
Original discoverers found some theorems under a rock – True or False?
One of the benefits of learning mathematics – Increased ability to become a ____ learner
The need for mathematics has lessened due to technological advancement – True or False?
The development of mathematics is related to how it should be _____
Who develops mathematics?
Employers love problem _____

Down

Mathematical theories and discoveries evolve from the need to solve this kind of problems
The ____ of your mathematics study has to be the use and improvement of your general learning skills
A typical fifth grader, with good mathematics instruction, could solve this faster than the best mathematicians few thousand years BC
If you are struggling in your college mathematics course with specific mathematics content, doing more discovery or laboratory activities that relate to it can most likely help you. One of the possible sources for these activities is _______
Tobias Danzig, a mathematician, used an interesting analogy using designer of _______
Mathematics and ____ like each other very much

Mathematics 2014-09-25

Across

Fractions with a whole number and a proper fraction combined.
Lines in the same plane with no common points, so they are always the same distance apart.
The number of pieces of the whole we have.
The amount of liquid a solid shape is able to contain.
The number of parts in which the whole is divided into.
The path that surrounds a two-dimensional shape.

Down

A natural number greater than 1 that has no positive divisors other than 1 and itself.
The measure of space taken up by a solid object.
A fraction with a greater denominator than the numerator.
number A number that is not a prime number.
The points on the x and y axis.
The vertical axis of a Cartesian plane.

12 Clues: The points on the x and y axis. • The vertical axis of a Cartesian plane. • The number of pieces of the whole we have. • number A number that is not a prime number. • The measure of space taken up by a solid object. • The path that surrounds a two-dimensional shape. • The amount of liquid a solid shape is able to contain. • ...

Mathematics 2017-07-20

Across

It is a flat shape with 4 equal sides and every angle is a right angle
A branch of mathematics dealing with the collection, analysis, interpretation, presentation, and organization of data
....... says that two things are the same
likelihood
It is a flat shape with 3 equal sides and every angle equal
A branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space

Down

The mathematical study of continuous change
A relation between a set of inputs and a set of permissible outputs
Give us tools for other science subject
Unit with operations on letters
The ...... plane is a two-dimension surface formed by two number line
Something which shows that something else is true or correct

12 Clues: likelihood • Unit with operations on letters • Give us tools for other science subject • ....... says that two things are the same • The mathematical study of continuous change • It is a flat shape with 3 equal sides and every angle equal • Something which shows that something else is true or correct • A relation between a set of inputs and a set of permissible outputs • ...

Mathematics 2021-09-17

Across

a 3D object with two bases and a curved face
the bottom of a fraction
the first place value in a decimal
a three sided shape
the top of a fraction
an abbreviation of kilograms
a 3D object with six faces

Down

the second place value in a decimal
a numerical quantity that is not a whole number
a number, rate or amount in hundred
1km divided by ten
the highest point in a cone or pyramid

12 Clues: 1km divided by ten • a three sided shape • the top of a fraction • the bottom of a fraction • a 3D object with six faces • an abbreviation of kilograms • the first place value in a decimal • the second place value in a decimal • a number, rate or amount in hundred • the highest point in a cone or pyramid • a 3D object with two bases and a curved face • ...

Mathematics 2024-01-05

Across

What is the number that is being divided called?
What is the term for the order in which operations should be performed in a mathematical expression?
What is the result of adding two numbers together called?
What is the term for a number that can evenly divide another number without leaving a remainder?
What is the result of multiplying two numbers called?
What is the term for finding the middle value in a set of numbers?
What is the term for finding the difference between the highest and lowest number in a set?

Down

What is the term for dividing a number into equal parts?
In multiplication, what is the number being multiplied called?
What is the term for subtracting one number from another?
What is the term for a number that can be divided evenly by another number?
What is the result of dividing two numbers called?

12 Clues: What is the number that is being divided called? • What is the result of dividing two numbers called? • What is the result of multiplying two numbers called? • What is the term for dividing a number into equal parts? • What is the term for subtracting one number from another? • What is the result of adding two numbers together called? • ...

Mathematics 2017-07-20

Across

, A branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space
, Unit with operations on letters
, likelihood
, A branch of mathematics dealing with the collection, analysis, interpretation, presentation, and organization of data
, ....... says that two things are the same

Down

, It is a flat shape with 3 equal sides and every angle equal
, It is a flat shape with 4 equal sides and every angle is a right angle
, The ...... plane is a two-dimension surface formed by two number line
, Something which shows that something else is true or correct
, A relation between a set of inputs and a set of permissible outputs
, Give us tools for other science subject
, The mathematical study of continuous change

12 Clues: , likelihood • , Unit with operations on letters • , Give us tools for other science subject • , ....... says that two things are the same • , The mathematical study of continuous change • , It is a flat shape with 3 equal sides and every angle equal • , Something which shows that something else is true or correct • ...

Mathematics 2022-08-25

Across

7+1=
24-12=
5+5=
1+1+1+1=
10-9=
4+3=
3+3+3=

Down

33-22=
5-3=
3+0=
11-6=
2+4=

12 Clues: 7+1= • 5-3= • 3+0= • 5+5= • 4+3= • 2+4= • 11-6= • 10-9= • 33-22= • 24-12= • 3+3+3= • 1+1+1+1=

Mathematics 2023-07-31

Across

What is 3 in the equation 2x+3=9?
Location where Abacus was invented
What is x in the equation 2x+3=9?
Father of Trigonometry
The number of zeroes are in One Billion
The only number that cannot be used as a Divisor
Longest side of a right-angled triangle
Number of sides in a decagon

Down

Person who Discovered Zero(0)
The smallest Perfect Number
What is 2 in the equation 2x+3=9?
Father of Mathematics

12 Clues: Father of Mathematics • Father of Trigonometry • The smallest Perfect Number • Number of sides in a decagon • Person who Discovered Zero(0) • What is 3 in the equation 2x+3=9? • What is 2 in the equation 2x+3=9? • What is x in the equation 2x+3=9? • Location where Abacus was invented • The number of zeroes are in One Billion • Longest side of a right-angled triangle • ...

mathematics 2024-11-14

Across

The mathematical operation of splitting something into equal parts or groups.
This ancient civilization made significant contributions to mathematics and philosophy.
A figure, symbol, or group of these that represents a number.
A basic process or action in math, such as addition, subtraction, multiplication, or division.
A character or sign used to represent a mathematical concept, like "+" or "=".

Down

A relation in math that assigns exactly one output for each input.
The symbol or operation used for subtraction in mathematics.
The value that a function or sequence approaches as the input or index approaches some value.
A whole number that can be positive, negative, or zero.
A basic assumption or principle in mathematics, accepted without proof.
A statement in mathematics that has been proven based on previously established principles.
The branch of science closely linked to mathematics, dealing with the properties of matter and energy.

12 Clues: A whole number that can be positive, negative, or zero. • The symbol or operation used for subtraction in mathematics. • A figure, symbol, or group of these that represents a number. • A relation in math that assigns exactly one output for each input. • A basic assumption or principle in mathematics, accepted without proof. • ...

Math 2024-06-12

Across

A branch of mathematics that studies the properties, measurement, and relationships of points, lines, angles, surfaces, and solids
Another word for nine
The distance from any point on the circumference of a circle to the centre
The product of all the positive integers equal to the given integer
Another word for one
The point of intersection of the x-axis and y-axis
A branch of mathematics that studies the relationships between the sides and angles of triangles
Another mathematical word for ten
The third 3-dimensional axis starting from front and going to the back
An expression consisting of 2 terms
Known as the father of mathematics
A set of points extending infinitely
A list or note that explains the meaning of each symbol on a graph or map
The branch of mathematics dealing with unknown quantities
The vertical number line on a Cartesian plane that starts at negative infinity and increases to positive infinity

Down

A six sided polygon
The chance of happening of an event
The horizontal number line on a Cartesian plane
The coordinate axes divide the plane into four parts called
A letter that represents an unknown number in an equation, expression, or formula
The horizontal measurement of an object from side to side, measured at right angles to the length
A point where two or more mathematical objects meet or intersect
SI unit of length
A branch of mathematics that studies continuous change
A set of positive numbers, negative numbers and 0
A branch of applied mathematics that involves collecting, describing, analysing, and drawing conclusions from quantitative data

26 Clues: SI unit of length • A six sided polygon • Another word for one • Another word for nine • Another mathematical word for ten • Known as the father of mathematics • The chance of happening of an event • An expression consisting of 2 terms • A set of points extending infinitely • The horizontal number line on a Cartesian plane • A set of positive numbers, negative numbers and 0 • ...

Mathematics 2020-09-05

Across

The set of all points in the space that are the same distance from the point called center
symbol that is used to add things
identical in form (angles)
lines lines in the same plane that do not intersect
A polyhedron that has 2 parallel, congruent bases; the lateral faces are parallelogram
the numerical factor of the term that contains a variable
The symbol that is used to represent a square root

Down

The mathematical sentence that uses an equal sign to show that two expressions are equal
polygon with four sides
A polygon with three sides
A number that, when multiplied by itself, equals a given number
The line intersects 2 or more parallel line

12 Clues: polygon with four sides • A polygon with three sides • identical in form (angles) • symbol that is used to add things • The line intersects 2 or more parallel line • The symbol that is used to represent a square root • lines lines in the same plane that do not intersect • the numerical factor of the term that contains a variable • ...

Mathematics 2021-05-18

Across

figures which have 4 sides,4vertices and 4angles
the right angle formed in a right angled triangle is called
is the longest side in right angled triangle
books are euclid elements
sum of interior triangle

Down

the figures which have length,breadth and height
father of statistics
is the probability of certainly stops
normal form of linear equation in two variables
points have to draw graph
quadrants in a graph sheet
the value of pi

12 Clues: the value of pi • father of statistics • sum of interior triangle • points have to draw graph • books are euclid elements • quadrants in a graph sheet • is the probability of certainly stops • is the longest side in right angled triangle • normal form of linear equation in two variables • the figures which have length,breadth and height • ...

Mathematics 2023-11-19

Across

- F = ma
- d/dx [f(x)]
- ∫f(x) dx
- Each number is the sum of the two preceding ones

Down

- ax² + bx + c = 0
- y = mx + b
- y = ab^x
- E=mc²
- a² + b² = c²
- log(base a) x = y
- A = πr²
- Numbers divisible by only 1 and itself

12 Clues: - E=mc² • - F = ma • - A = πr² • - y = ab^x • - ∫f(x) dx • - y = mx + b • - d/dx [f(x)] • - a² + b² = c² • - ax² + bx + c = 0 • - log(base a) x = y • - Numbers divisible by only 1 and itself • - Each number is the sum of the two preceding ones

Mathematics 2024-03-18

Across

Numbers ending in 0,2,4,6,8 are _____numbers
To find the difference we need to _______
365 days are know as a ______
cannot be divided by two without having a remainder
What will I use to figure out the answer. Jake has R 2000, He spends R1245. How much money does he have left?
Numbers ending in 1,3,5,7,9 are _____odd numbers
40 + 20 x 2 - 60=

Down

We always do ______first in Mathematics
To find the quotient we have to ____
The s in bodmas stands for_____
any number multiplied by zero is ____
The sum of means to _____
When numbers are ordered from small to be big they are in____order
To find the product of numbers we need to ____

14 Clues: 40 + 20 x 2 - 60= • The sum of means to _____ • 365 days are know as a ______ • The s in bodmas stands for_____ • To find the quotient we have to ____ • any number multiplied by zero is ____ • We always do ______first in Mathematics • To find the difference we need to _______ • Numbers ending in 0,2,4,6,8 are _____numbers • To find the product of numbers we need to ____ • ...

Mathematics 2023-07-31

Across

What is 3 in the equation 2x+3=9?
Location where Abacus was invented
What is x in the equation 2x+3=9?
Father of Trigonometry
The number of zeroes are in One Billion
The only number that cannot be used as a Divisor
Longest side of a right-angled triangle
Number of sides in a decagon

Down

Person who Discovered Zero(0)
The smallest Perfect Number
What is 2 in the equation 2x+3=9?
Father of Mathematics

Mathematics 2023-07-31

Across

What is 3 in the equation 2x+3=9?
Location where Abacus was invented
What is x in the equation 2x+3=9?
Father of Trigonometry
The number of zeroes are in One Billion
The only number that cannot be used as a Divisor
Longest side of a right-angled triangle
Number of sides in a decagon

Down

Person who Discovered Zero(0)
The smallest Perfect Number
What is 2 in the equation 2x+3=9?
Father of Mathematics

Mathematics 2023-07-31

Across

What is 3 in the equation 2x+3=9?
Location where Abacus was invented
What is x in the equation 2x+3=9?
Father of Trigonometry
The number of zeroes are in One Billion
The only number that cannot be used as a Divisor
Longest side of a right-angled triangle
Number of sides in a decagon

Down

Person who Discovered Zero(0)
The smallest Perfect Number
What is 2 in the equation 2x+3=9?
Father of Mathematics

Mathematics 2022-09-06

Across

to divide a number by number
A number with a value that is always the same. 5x+4 four is the constant
to multiply a number by another
a part of something that is divided
In a function, a variable whose value is determined by the value of the related independent
to long division a decimal by decimal

Down

The quantity below the line in a fraction. It tells the number of equal parts into which a whole is
to do something to a number by another to get the answer mixednumber whole number and a fraction
to decide if one number is greater than, less than or equal to another
mixed numbers to keep change flip
study or examine something in detail
A statement that two mathematical expressions are equal.

12 Clues: to divide a number by number • to multiply a number by another • mixed numbers to keep change flip • a part of something that is divided • study or examine something in detail • to long division a decimal by decimal • A statement that two mathematical expressions are equal. • to decide if one number is greater than, less than or equal to another • ...

Mathematics 2022-10-12

Across

- Angle less than 90 degrees.
- The set of whole numbers and their opposites
- A polygon with 4 sides.
- Top of a fraction
- The mathematical property used in solving (5 + 6) x 2.
- Bottom of a fraction.
- ____ is the amount of space occupied by a two-dimensional figure.

Down

- Angle less than 90 degrees.
- The distance around a figure.
- A rectangle with 4 equal sides.
- A 6-sided polygon.
- A closed shape bounded only by straight lines.
- An _______ is a mathematical statement that says two expressions are equal.

13 Clues: - Top of a fraction • - A 6-sided polygon. • - Bottom of a fraction. • - A polygon with 4 sides. • - Angle less than 90 degrees. • - Angle less than 90 degrees. • - The distance around a figure. • - A rectangle with 4 equal sides. • - The set of whole numbers and their opposites • - A closed shape bounded only by straight lines. • ...

Mathematics Project 2012-11-05

Across

The value of x at the point where a curve crosses the x-axis.
A straight line that is a close approximation to a curve as the curve goes off to infinity.
An equation, graph, or data that can be modeled by a degree 2 polynomial.
A set of numbers that identifies the location of a point.
Horizontal translation of a periodic function.
The conjugate of a complex number is formed by reversing the sign on the imaginary part of the number.
(0,1,2,3,4,5,6 ) these numbers are
A device for measuring angles.
The bottom part of a fraction.
The reciprocal of the cosine.
A table of numbers arranged in rows and columns.
The measure of how often a function repeats its same values.

Down

The inverse function of tan.
A line can be used to help draw vertical translation horizontal of each cycle.
Vertical translation of a periodic function.
Used when to angles and any side are known.
The ratio of the circumference of a circle to its diameter.
(-1,0,1,2,3) these numbers called
The additive identity. The number that when you add it to a number, n, you will get n as a result.
Half the difference between the largest and smallest function value of a periodic function.
A fraction in which the denominator is assumed to be 100.
The ratio of the change in y-coordinates to the change in x-coordinates.
To cut something in half.
The inverse function of sin.
The set of all possible values of the argument of a function.

25 Clues: To cut something in half. • The inverse function of tan. • The inverse function of sin. • The reciprocal of the cosine. • A device for measuring angles. • The bottom part of a fraction. • (-1,0,1,2,3) these numbers called • (0,1,2,3,4,5,6 ) these numbers are • Used when to angles and any side are known. • Vertical translation of a periodic function. • ...

Mathematics Project 2012-11-05

Across

Horizontal translation of a periodic function.
A device for measuring angles.
A table of numbers arranged in rows and columns.
The reciprocal of the cosine.
An equation, graph, or data that can be modeled by a degree 2 polynomial.
Vertical translation of a periodic function.
The ratio of the change in y-coordinates to the change in x-coordinates.
The bottom part of a fraction.
(-1,0,1,2,3) these numbers called
The additive identity. The number that when you add it to a number, n, you will get n as a result.
The ratio of the circumference of a circle to its diameter.
The inverse function of sin.

Down

To cut something in half.
The conjugate of a complex number is formed by reversing the sign on the imaginary part of the number.
Used when to angles and any side are known.
The measure of how often a function repeats its same values.
A fraction in which the denominator is assumed to be 100.
A set of numbers that identifies the location of a point.
Half the difference between the largest and smallest function value of a periodic function.
The value of x at the point where a curve crosses the x-axis.
(0,1,2,3,4,5,6 ) these numbers are
A line can be used to help draw vertical translation horizontal of each cycle.
The set of all possible values of the argument of a function.
The inverse function of tan.
A straight line that is a close approximation to a curve as the curve goes off to infinity.

Mathematics Project 2012-11-05

Across

The set of all possible values of the argument of a function.
The measure of how often a function repeats its same values.
Vertical translation of a periodic function.
A straight line that is a close approximation to a curve as the curve goes off to infinity.
The ratio of the change in y-coordinates to the change in x-coordinates.
The bottom part of a fraction.
To cut something in half.
The ratio of the circumference of a circle to its diameter.
Used when to angles and any side are known.
The reciprocal of the cosine.
A table of numbers arranged in rows and columns.
The additive identity. The number that when you add it to a number, n, you will get n as a result.

Down

Half the difference between the largest and smallest function value of a periodic function.
The conjugate of a complex number is formed by reversing the sign on the imaginary part of the number.
A set of numbers that identifies the location of a point.
A fraction in which the denominator is assumed to be 100.
An equation, graph, or data that can be modeled by a degree 2 polynomial.
A device for measuring angles.
The inverse function of sin.
(0,1,2,3,4,5,6 ) these numbers are
A line can be used to help draw vertical translation horizontal of each cycle.
The value of x at the point where a curve crosses the x-axis.
The inverse function of tan.
Horizontal translation of a periodic function.
(-1,0,1,2,3) these numbers called

25 Clues: To cut something in half. • The inverse function of sin. • The inverse function of tan. • The reciprocal of the cosine. • A device for measuring angles. • The bottom part of a fraction. • (-1,0,1,2,3) these numbers called • (0,1,2,3,4,5,6 ) these numbers are • Used when to angles and any side are known. • Vertical translation of a periodic function. • ...

mathematics,class10 2014-01-19

Across

if x is a positive integer such that the points P(X,2) and Q(3,-6) then X=____________
this value of discriminant gives equal roots of quadratic equation____________-
if the circumference and the area of the circle are numerically equal,then diameter is______________
the__________ form of an A.P. is a,a+d,a+2d,a+3d.....
the part of the circular portion enclosed by a chord and an arc,is known as__________
successive term are obtained by adding fixed no to preceding term such list of no. called______-
write the value of x for which 2x,x+10and 3x+2 are in A.P.
if point A(X1,Y1),B(X2,Y2) and C(X3,Y3)are __________then X1(y2-y3)+X2(Y3-Y1)+X3(Y1+Y2)=0
the object is combined with a hemisphere to give plumb line
a bicycle wheel makes 5000 revolution in moving 11 km. find diameter of wheel
a circle can have_______ parallel tangent
the _________of sight is the line drawn from the point of observer eye to point of object view
another name of x-axis

Down

the part of the circular portion enclosed by two radii and an arc,is known as__________
the fixed no.that are adding to preceding term is called_____________
it is the arrangement of no. whose element follows certain general pattern either from the beigning or after some term are called_________
the object is obtained by cutting a cone by a plane parallel to base
the theoretical probability is also called___________
the common point of a tangent to a circle and the circle called______________
the abscissa and____________of a given point are the distance of the point from x-axis and y-axis
how many a circle have
each of the no. in the list is called a ________
write the common difference of an A.P. whose nth term is an=3n+7
this line meets the circle in two point

24 Clues: how many a circle have • another name of x-axis • this line meets the circle in two point • a circle can have_______ parallel tangent • each of the no. in the list is called a ________ • the theoretical probability is also called___________ • the__________ form of an A.P. is a,a+d,a+2d,a+3d..... • write the value of x for which 2x,x+10and 3x+2 are in A.P. • ...

Mathematics Crossword 2021-02-18

Across

Every number is a___number.
A legend who invented zero.
The smallest number divisible by all numbers 1 to 9.can be written as 200+x the x is?
The famous indian mathematician who given identities in partition of numbers, partial sums and products of hypergeometric series. Also elected as fellow of royal society of London in 1918.
Every group of prime order is...
It is the most famous constant of nature, it is irrational and we call it some ratio that is...
The type of numbers which read same from the backward as well as forward.
Let, f(x)=|x^2 – 25| for all x∈R. The total number of points of R at which function attains a local minimum or maximum is/are:
The only number that cannot be represented in Romans.
In the series AB, EDC, FGHI, ....?...., OPQRST, the missing term is

Down

A sequence that starts with 0 and 1 and each element is obtained by adding preceding two elements is:
The smallest perfect number.
A fundamental theorem of geometry that gives relation among the sides of an right angled triangle.
The next term in the following series YEB, WFD, UHG, SKI,? will be
The theorem that relates line integral to surface integral is known as _'s theorem that is..
A theorem in Mathematics which gives the relation between the median of a triangle and its sides also called the median of a triangle theorem.
The person known to be the father of mathematics who also observed how water is displaced by a discovered object: While taking a bath.
The mathematician who proved that there exist infinite number of primes.
let A be a 5x5 matrix with real entries then A has atleast how many number of real eigenvalues.
A sequence of numbers whose reciprocal of each element gives a arithmetic sequence.

20 Clues: Every number is a___number. • A legend who invented zero. • The smallest perfect number. • Every group of prime order is... • The only number that cannot be represented in Romans. • The next term in the following series YEB, WFD, UHG, SKI,? will be • In the series AB, EDC, FGHI, ....?...., OPQRST, the missing term is • ...

Mathematics Puzzle 2022-06-08

Across

A function that can return the hyperbolic cosine of a number
The three dimensional analogue of a two dimensional circle
the unit of measuring liquid capacity
Sigma represents _______
Dividend = Divisor x ________ + Remainder
A polyhedron with 12 faces
A point where two or more lines/Curves/Edges meet
Determines the nature of the zeroes of a polynomial
The path followed by a flying projectile
A sequence having all real terms is called a _____ sequence
The state of oneness

Down

A closed curve bounded only by straight line segments
Pi was discovered by _____________
Euclid division lemma is applicable to all integers except this number
_________ progressions are used in many scientific and technical areas
The study of the relations of the sides and the angles of a triangle
A number which can be written without a fractional component
The number written above the line in a fraction
SI unit of measuring angles
The mathematical study of continuous change
__________ numbers form a series in which every number is the sum of its two preceding numbers

21 Clues: The state of oneness • Sigma represents _______ • A polyhedron with 12 faces • SI unit of measuring angles • Pi was discovered by _____________ • the unit of measuring liquid capacity • The path followed by a flying projectile • Dividend = Divisor x ________ + Remainder • The mathematical study of continuous change • The number written above the line in a fraction • ...

Mathematics 8 2022-06-17

Across

writing a number or another mathematical object as a product of several factors
the science that deals with the logic of shape, quantity and arrangement.
an equation with only has one or two variables.
a system that uses one or more numbers, or coordinates, to uniquely determine the position of the points
a polygon with three edges and three vertices.
two lines that never intersect
those whose graph is a straight line.
drawing logical conclusions based on evidence or stated assumptions.
used to represent the probability of occurrence of events without using complicated formulas.
the branch of mathematics concerning numerical descriptions of how likely an event is to occur, or how likely it is that a proposition is true.
an expression, rule, or law that defines a relationship between one variable and another variable.

Down

the ratio of two polynomials.
a statement that has been proved, or can be proved.
a line that passes through two lines in the same plane at two distinct points.
an expression built up from integer constants, variables, and the algebraic operations.
a collection or a set of possible outcomes of a random experiment.
triangles that have the same size and shape
A statement in which is taken to be true without proof. ]
a polygon with three edges and three vertices.
a line or ray that divides an angle into two congruent angles
a relationship between sets of values.

21 Clues: the ratio of two polynomials. • two lines that never intersect • those whose graph is a straight line. • a relationship between sets of values. • triangles that have the same size and shape • a polygon with three edges and three vertices. • a polygon with three edges and three vertices. • an equation with only has one or two variables. • ...

MATHEMATICS FUN 2016-05-14

Across

a term that describes the mean and median as being equal
a line or curve that the graph of a relation approaches more and more closely the further the graph is followed
___ plot: a frequency plot that shows the number of times a response occurred in a data set,where each data value is represented as a dot
a type of sequence such as 2,4,6,8, which has a constant ratio between terms
any mathematical calculation or formula combing numbers and/or variables using sums,differences,products,parentheses, or other mathematical operations
interest (special type of exponential growth) where the amount is added more that once within the time;t
____ sequence:a sequence of numbers that has a common difference called d between the two successive terms
______ function: a function with a graph that goes up as its followed from left to right
____ frequencies: value in the total row and total colum
the number in front of a variable
the largest number and/or variable that all factors of your expression have in common

Down

the highest or lowest point of a parabola
the highest point over the entire domain of a function or relation
of symmetry vertical line passing through the vertex
a quantity that can change or may take on different values(refered to as a letter of symbol representing a quality)
a value that is much smaller or larger that the rest of the values in the set
plot a graph of a set of orderd pairs
a relation for which each element of the domain corresponds to exaly one element of the range
measures the strenght of a linear relationship
the average values of numbers in a set
_______ function: a function with a graph that moves downward as if is followed from left to right
root a non negative number that must be multiplied times itself to equal a given number
a list of numbers set apart by comas such as: 3,5,9,12
describing the rate of change that is NOT constant
part of an expression that is seperated by the + or - sign
data is equally spread;no real peaks

26 Clues: the number in front of a variable • data is equally spread;no real peaks • plot a graph of a set of orderd pairs • the average values of numbers in a set • the highest or lowest point of a parabola • measures the strenght of a linear relationship • describing the rate of change that is NOT constant • of symmetry vertical line passing through the vertex • ...

Financial Mathematics 2023-03-09

Across

price, the mean price of an asset or security observed over some period of time.
the estimated reduction in value of a fixed assets within a fiscal year
if your balance goes below zero.
an agreement or a pledge to assume a financial obligation at a future date
all of a company's assets that have monetary value, such as its equipment, real estate, and inventory.
the fee a business pays a lender (creditor) to borrow money.
the party that has delivered a product, service or loan, and is owed money by one or more debtors
anything owed by one party to another.
a target to aim for when managing your money
regular payment agreed upon in an employment contract,
Compulsive shopping is an attempt to fill an emotional void
the time period of an investment
cost the same amount each period
an independent person who investigates and resolves complaints between parties.
sum of money the buyer pays at the outset of a large transaction

Down

skilled professionals who provide advice and support to people struggling with bills and debt
an increase in the level of prices of the goods and services that households buy.
An amount of money paid each hour to compensate an employee for the amount of time he/she spends working.
any expenses that change based on how much a company produces and sells.
an agreement between you and a lener that gives the lender the right to take your property if you fail to repay the money you've borrowed plus interest.
protection against unexpected financial losses
the act of paying back money previously borrowed from a lender.
electricity, water, waste disposal, heating, and sewage.
the amount of money, and other transfers of value received over a set period of time
a spending plan based on income and expenses
money placed into a deposit account at a banking institution
one year

27 Clues: one year • if your balance goes below zero. • the time period of an investment • cost the same amount each period • anything owed by one party to another. • a target to aim for when managing your money • a spending plan based on income and expenses • protection against unexpected financial losses • regular payment agreed upon in an employment contract, • ...

MATHEMATICS VOCABULARY 2023-04-26

Across

A ratio says how much of one thing there is compared to another thing. Ratios can also be shown as a fraction.
The distance of a number from zero
A pattern that you can cut and fold to make a model of a solid shape.
The "middle" of a sorted list of numbers when sorted least to greatest
In Algebra a term is either a single number or variable, or numbers and variables multiplied together.
A number that can be multiplied by another factor to get a product.
Multiplying a number by a group of numbers added together is the same as doing each multiplication separately.
P/E M/D A/S
The line on a graph that runs horizontally (left-right) through zero.
When the slope of an equation or line is equal to zero
Groups numbers into ranges. The height of each bar shows how many fall into each range.
A symbol for a value we don't know yet. It is usually a letter like x or y.

Down

The total area of the surface of a three-dimensional object.
A flat shape with straight sides. It has two pairs of equal-length adjacent sides.
When a quantity varies directly as the product of two or more quantities.
The line on a graph that runs vertically (top-bottom) through zero.
The greatest number that is a factor of all chosen numbers
We see that 1-out-of-3 is equal to 2-out-of-6 The ratios are the same, so they are in proportion.
The number placed before the variable in an expression.
A number with no fractional part (no decimals).
Any of the 4 areas made when we divide up a plane by an x and y axis
How much of something per 1 unit of something else.
Simply the numbers 0, 1, 2, 3, 4, 5, (and so on..)
The smallest positive number that is a multiple of two or more numbers.
A diagram showing Quartiles 1, 2 and 3, where the data can be split into quarters, in a box, with lines extending to the lowest and highest numbers.
Shorter way of multiplying a number by itself, by putting the number of times you are multiplying a number by itself to the top right of the number.

26 Clues: P/E M/D A/S • The distance of a number from zero • A number with no fractional part (no decimals). • Simply the numbers 0, 1, 2, 3, 4, 5, (and so on..) • How much of something per 1 unit of something else. • When the slope of an equation or line is equal to zero • The number placed before the variable in an expression. • ...

Mathematics Crossword 2024-03-11

Across

- If one angle of a parallelogram is a right angle
- A number that is 1 divided by that number
- The total number of digits or sometimes, the combination of digits and letters
- One of its sides
- It is a quadrilateral with exactly 1 pair of opposite parallel sides
- The measurement or extent of something from end to end
- It is a mathematical comparison between two numbers
- Exactly the same amount or value
- stands for “side, side, side” and means that we have two triangles with all three sides equal.
- To have the same shape and size
- A line that connects two vertices of a polygon
- Two dimension shape with four sides, four vertices, and four angles
- A part of aline or curve between two points
- Quadrilateral with exactly 2 pairs of congruent consecutive sides

Down

- Two lines are said to be parallel if they lie in the same place
- Is used to compare two or more quantities
- Quadrilateral with two pairs of parallel sides
- The number of unit squares that cover the surface of a closed figure
- The measurement of the distance of an object from the base to the top
SEGMENT - Part of a straight line that is bounded by two distinct end points
TRAPEZOID - It is a segment whos endpoints are the midpoints of the legs
- Quadrilateral with 4 right angles and 4 congruent sides
- Quadrilateral with four congruent sides
SIDES - Sides that are in the same position in two different shapes or polygons
- A combination of two rays with commonly endpoints
SIDES - Two sides of shape that are always the same distance apart
- A constant in math is a value that doesn't change.
- A line connecting the midpoints between two sides of a traingle
ANGLES - When any two straight lines intersecr each other, there are different pairs of angles
- The ratio of the amount that Y increases as X increases some amount

30 Clues: - One of its sides • - To have the same shape and size • - Exactly the same amount or value • - Quadrilateral with four congruent sides • - Is used to compare two or more quantities • - A number that is 1 divided by that number • - A part of aline or curve between two points • - Quadrilateral with two pairs of parallel sides • ...

Observational Mathematics 2024-10-02

Observational Mathematics crossword puzzle

Across

Responsible for the slight changes in equatorial coordinates over time (10)
Calculated by subtracting the declination from 90 (5, 8)
A measure of the angular distance from the First Point of Aries (5, 9)
The time since an object last crossed your meridian (4,5)
A star does this as it passes through the meridian on its upper transit (9)
The point directly over your head (6)
The bearing from north of the object (7)
The line passing directly overhead from north to south (8)

Down

The path of the Sun as it appears in our sky (8)
A type of day designed to keep the stars in a fixed location (8)
The angle between the celestial equator and the object (11)
A user-friendly coordinate system (10)
A precise coordinate system (10)
The unit for measuring right ascension (5)
Unit for measuring declination (7)
Meaning 'closeness', the reason Solar System objects have continuously changing coordinates (9)
The Greek letter used as a symbol for declination (5)
An object that never 'rises' or 'sets' (11)
The angle between the observer's horizon and the object (8)
The kind of motion that makes the stars appear to move (7)

20 Clues: A precise coordinate system (10) • Unit for measuring declination (7) • The point directly over your head (6) • A user-friendly coordinate system (10) • The bearing from north of the object (7) • The unit for measuring right ascension (5) • An object that never 'rises' or 'sets' (11) • The path of the Sun as it appears in our sky (8) • ...

SCHOOL SUBJECTS 2022-09-02

Across

Information and Community Technology
Geography
Chemistry
Civic Education
Biology
History
Physical Education

Down

Mathematics
Physics
Technology
Foreign Language
Literature
Art
Music

14 Clues: Art • Music • Physics • Biology • History • Geography • Chemistry • Technology • Literature • Mathematics • Civic Education • Foreign Language • Physical Education • Information and Community Technology

subjets 2021-08-18

Across

performingarts
mathematics
english
physicaleducation
learningtolearn
generalstudies
dance
chinese

Down

readingtolearn
religiousstudies
lifevalueeducation
music
visualarts

13 Clues: music • dance • english • chinese • visualarts • mathematics • performingarts • readingtolearn • generalstudies • learningtolearn • religiousstudies • physicaleducation • lifevalueeducation

English Crossword 2021-06-27

Across

C l _ t h _ n g (ECA)
A_ i _ _ l (natural Sciences)
N_ _b_ r (Mathematics)
G _ d (Religion)
C_ l _ u _ a _ o r (Mathematics)
P _ o _ _ e t (Religion)
H i _ _ o _ y (social studies)
I _ _ t r _ _e n _ s (ECA)
P _ e s _ d _ _ t s (social studies)
V _ _ b u _ _ r y (English)

Down

L a _ g _ _ g e (English)
N _ t _ _ e (natural Sciences)
O _ t h _ _ r a _ _ y (language and literature)
V _ _ c a _ o (English)
C _ _ e r _ (ECA)
F r _ _ t _ _ n (Mathematics)
W_ _ t h _ r (natural Sciences)
P _ a _ (Religion)
S _ n _ e n _ e (language and literature)
_ a _ _ l e (social studies)

20 Clues: G _ d (Religion) • C _ _ e r _ (ECA) • P _ a _ (Religion) • C l _ t h _ n g (ECA) • N_ _b_ r (Mathematics) • V _ _ c a _ o (English) • P _ o _ _ e t (Religion) • L a _ g _ _ g e (English) • I _ _ t r _ _e n _ s (ECA) • V _ _ b u _ _ r y (English) • _ a _ _ l e (social studies) • A_ i _ _ l (natural Sciences) • F r _ _ t _ _ n (Mathematics) • N _ t _ _ e (natural Sciences) • ...

Alberto's crossword 2021-06-21

Across

w__d_ {Language}
t__n {Social}
a__m__s {Natural}
p__y__ {Language}
t__i__n_ {Physical education}
m__t__l__a__o_ {mathematics}
r__h__ {I.H.D
g__w__ {I.H.D}

Down

c__n__y [Social}
s__r_ {Physical education}
v__a__l__y {English}
b__l_ {Religion}
p__n__ {Natural}
J__u_ {Religion}
d__i__O_ {mathematics}
i__o_ {English}

16 Clues: t__n {Social} • r__h__ {I.H.D • g__w__ {I.H.D} • i__o_ {English} • c__n__y [Social} • w__d_ {Language} • b__l_ {Religion} • p__n__ {Natural} • J__u_ {Religion} • a__m__s {Natural} • p__y__ {Language} • v__a__l__y {English} • d__i__O_ {mathematics} • s__r_ {Physical education} • m__t__l__a__o_ {mathematics} • t__i__n_ {Physical education}

The Vale College Staff 2023-09-09

Across

HOD Biology
Liberian
HOD Social Science
History teacher
ICT teacher
Fine and creative arts
Vice principal
French teacher
Yoruba teacher
School's accountant
Hostel master
Economics teacher
HOD English language

Down

Mathematics teacher
Physics teacher
Chaplain
Civics education teacher
the principal
HOD mathematics
English Lang teacher
PHE teacher
Marketing and drama
Music teacher

23 Clues: Liberian • Chaplain • HOD Biology • ICT teacher • PHE teacher • the principal • Hostel master • Music teacher • Vice principal • French teacher • Yoruba teacher • Physics teacher • History teacher • HOD mathematics • Economics teacher • HOD Social Science • Mathematics teacher • Marketing and drama • School's accountant • English Lang teacher • HOD English language • Fine and creative arts • ...

MATHEMATICS CROSSWORD 2020-12-09

Across

A symbol which may be assigned different numerical values.
Three or more lines intersecting at the same point
A surface such that every point of the line joining any two points on it , lies on it.
The straight path between two points.
A polynomial containing three nonzero terms.
Two lines having a common point.
A polynomial containing two nonzero terms.
A polynomial consisting of one term , namely zero.
An angle whiose measure is 90 degree.
An angle whose measure is more than 90 degree.

Down

A symbol having a fixed numerical value.
An angle whose measure is more than 90 degree and less than 180 angle.
A regular quadrilateral having 4 internal angles of 90 degrees.
A 3 sided polygon.
A lines which never meet or intersect each other.
A polynomial containing one term.
Three or more than three points on a single line.
A line segment when extended indefinitely in both the direction.
A line segment when extended indefinitely in one direction.
When two rays originate from the same end point.

20 Clues: A 3 sided polygon. • Two lines having a common point. • A polynomial containing one term. • The straight path between two points. • An angle whiose measure is 90 degree. • A symbol having a fixed numerical value. • A polynomial containing two nonzero terms. • A polynomial containing three nonzero terms. • An angle whose measure is more than 90 degree. • ...

Mathematics Vocabulary 2020-08-28

Across

to approach a finite limit.
find all solutions to an equation, inequality, or a system of equations and/or inequalities.
combining two functions by substituting one function's formula in place of each independent variable in the other function's formula.
parts of an expression or series separated by addition or subtraction or the parts of a sequence separated by commas.
a Greek letter used to represent sum in a series (Σ).
the result of dividing two numbers or expressions.
operations that alter the form of a figure.
a term or expression with no variables.
the result of adding a set of numbers or algebraic expressions.
to bring down the size, quantity, or value of intensity.
the process by which a fraction is rewritten so that the denominator contains only rational numbers.
two features that are situated the same way in different objects.
a number, letter, point, line, or any other object contained in a set.
a group of numbers, variables, geometric figures, or just about anything. Written using these braces {}.
a list of numbers set apart by commas. May be arithmetic or geometric.
the result of subtracting two numbers or expressions.
out to balance or neutralize equivalent terms on opposite sides of an equation or inequality.
the result of multiplying a set of numbers or expressions.
to use the rules of arithmetic and Algebra to rewrite an expression as simple as possible.

Down

following on from each other in order. Next to or adjacent in Geometry.
coefficient the coefficient of a polynomial's leading term.
a number or quantity that when multiplied with another produces a given number or expression.
a balanced arrangement of parts of a figure on opposite sides of a point, line or plane.
the minima and maxima of a function. May be either relative (local) or absolute (global).
the sum of the terms of a sequence.
The elements two or more sets have in common. Indicated by the ∩ (cap) symbol.
the taking of a root of a number or expression.
combining the elements of two or more sets. Indicated by the ∪ (cup) symbol.
a solution to an equation of the form f(x) = 0. May be real or complex.
to fail to approach a finite limit.
system an organization of numbers based on specific properties that connect all numbers in that subset.
notation a precise way of giving information about a function in terms of its independent variable.
describes a set which does not have an infinite number of elements.
function a set of basic functions used as building blocks for more complicated functions.
terms terms which have the same variables and corresponding powers and/or roots. May be combined with addition or subtraction.
calculations involving numbers. This typically involves the basic operations addition, subtraction, multiplication, division, and exponents.
to one a function for which every element of the range of the function corresponds to exactly one element of the domain.
to multiply out the parts of an expression.
behavior the direction of the graph as x approaches negative and positive infinity.

39 Clues: to approach a finite limit. • the sum of the terms of a sequence. • to fail to approach a finite limit. • a term or expression with no variables. • operations that alter the form of a figure. • to multiply out the parts of an expression. • the taking of a root of a number or expression. • the result of dividing two numbers or expressions. • ...

Mathematics Crossword 2021-09-15

Across

__ and beta can be considered as the zeroes of a quadratic polynomial
an arc with 90 degree as its angle
X-axis is also called
square of this is equal to sum of square of base and altitude
polynomial with the highest degree of 3
basic proportionality theorem is also called _ theorem
perimeter of a circle:
the highest degree of a quadratic equation
Highest power of an equation:
__numbers dont terminate
a _ triangle is the largest triangle which can be fitted into a semi circle
area of this figure is 1/2 * b h
polynomial represented by a straight line in a graph
all circles are:
line that touches a circle:

Down

triangle with equal sides and angles
diagonals of a rhombus are:
1/cosec:
all congruent figures are:
this line seperates a circle into 2
all sides of this triangle are unequal
opposite angles of a parallelogram are:
the four segments of a coordinate plane are called:
decimal points on a rational number are:
Y-axis is also called
b^2 - 4ac is also called:
all sides of this quadrilateral are equal and all angles are 90 degree
the point (0,0) is also called:
the value of x is also called __ of the
a chord seperates a circle into different:

30 Clues: 1/cosec: • all circles are: • X-axis is also called • Y-axis is also called • perimeter of a circle: • __numbers dont terminate • b^2 - 4ac is also called: • all congruent figures are: • diagonals of a rhombus are: • line that touches a circle: • Highest power of an equation: • the point (0,0) is also called: • area of this figure is 1/2 * b h • an arc with 90 degree as its angle • ...

Mathematics Crossword 2021-02-18

Across

Let f(x) = |x^2 – 25| for all x ∈ R. The total number of points of R at which f attains a local extremum (minimum or maximum) is
The smallest number divisible by all numbers 1 to 9.can be written as 200+x the x is?
sequence of numbers in which each element is obtained by adding two preceding elements and the sequence starts with 0 and 1.
The type of numbers which read same from the backward as well as forward.
The person known to be the father of mathematics who also observed how water is displaced by a discovered object: While taking a bath.
let A be a 5x5 matrix with real entries then A has atleast how many number of real eigenvalues.
The only number that cannot be represented in Romans.
A series of numbers whose reciprocals of all the elements of the sequence form an arithmetic sequence.

Down

A definition that has a meaning that is deliberately assigned to some symbol is called...
___theorem is a fundamental relation in Euclidean geometry among the three sides of a right angled triangle.
It is the most famous constant of nature, it is irrational and we call it some ratio that is...
Every group of prime order is...
method in number theory, Ramanujan The famous indian mathematician who given identities in partition of numbers, work on algebra of inequalities, elliptic functions, continued fractions, partial sums and products of hypergeometric series. Also elected as fellow of royal society of London in 1918.
Every number is a___number.
A legend who invented zero.
The mathematician who proved that there exist infinite number of primes.
In the series AB, EDC, FGHI, ....?...., OPQRST, the missing term is
The next term in the following series YEB, WFD, UHG, SKI,? will be
The smallest perfect number.
The theorem that relates line integral to surface integral is known as ___'s theorem that is..

MATHEMATICS PROJECT 2021-05-10

Across

IT is any smooth curve joining two points of a circle.
a line that touches the circle at exactly one point, never entering the circle's interior.
it is an equation which defines that the two given ratios are equivalent to each other.
THE COLLECTION OF _____ NUMBERS ARE DENOTED BY SYMBOL Z.
THE BRANCH OF MATHEMATICS IN WHICH LETTERS ARE USED TO REPRESENT UNKNOWN VALUES OF A NUMBER(s), KNOWN AS VARIABLES
THERE ARE ___ RATIONAL NUMBERS BETWEEN ANY 2 GIVEN RATIONAL NUMBERS.
a line that passes through two lines in the same plane at two distinct points.
A POLYNOMIAL OF DEGREE 3 IS CALLED _____ POLYNOMIAL.
two lines are said to be ______ is they never intersect.
IT is the process of eliminating a radical or imaginary number from the denominator or numerator of an algebraic fraction. That is, remove the radicals in a fraction so that the denominator or numerator only contains a rational number.
a line that intersects a circle at exactly two points
A POLYNOMIAL OF DEGREE 2 IS CALLED _____ POLYNOMIAL.
IT DIVIDES THE TRIANGLE INTO 2 EQUAL AREAS.
IF THE SUM OF A PAIR OF OPPOSITE ANGLES OF A QUADRILATERAL IS 180 THE THE QUADRILATERAL IS ___________.
IT IS THE MOST FREQUENTLY OCCURRING OBSERVATION.
THE __________ CONSISTS OF 9 INTERWOVEN ISOSCELES TRIANGLES. THESE TRAINGLES ARE ARANGED IN SUCH A WAY THAT THEY PRODUCE 43 SUBCIDARY TRIANGLES.
THE QUADRILATERAL FORMED BY JOINING THE MID-POINTS OF THE SIDES OF A QUADRILATERAL, IN ORDER IS ________.
CURVED SURFACE ARE OF A ________ IS (3πr²)
CURVED SURFACE AREA OF A ______ IS (πrl)

Down

A _______ OF PARALLELOGRAM DIVIDES IT INTO 2 CONGRUENT TRIANGLES.
TWO SQUARES OF THE SAME SIDES ARE _______/TWO _____ FIGURES HAVE EQUAL AREAS BUT THE CONVETRSE NEED NOT BE TRUE.
IT IS THE COLLECTION OF OF ALL POINTS IN A PLANE, WHICH ARE EQIDISTANT FROM A FIXED POINT.
this theorem states that “In a right-angled triangle, the square of the hypotenuse side is equal to the sum of square of base side and perpendicular side i.e (p^2+ b^2 = h^2)
IN ANCIENT INDIA (800 BCE - 500 BCE)THE _______ WERE THE MANUALS OF GEOMATRICAL CONSTRUCTIONS.
THE BRANCH OF MATHEMATICS WHICH DEALS WITH STUDY OF NUMBERS USING VARIOUS OPERATIONS ON THEM.
ONE OF THE BASIC OPERATION USED IN MATHEMATICS WHICH IS COMMONLY KNOWN AS THE CONTINUOUS REPETATION OF ADDING SUMS.
An __________ is a mathematical statement that says two
IT IS FOUND BY ADDING ALL THE VALUES OF THE OBSERVATIONS AND DIVIDING IT BY THE TOTAL NUMBER OF OBSERVATIONS. IT IS DENOTED BY x̄ (x-BAR)
FATHER OF INDIAN MATHEMATICS. HE ALSO INVENTED A DIGIT AND NAMED IT AS "SHUNYA", WHICH IS ONE OF THE BIGGEST INVENTION IN THE FIELD OF MATHEMATICS. IT WAS A GREAT CONTIBUTION BY HIM TO THIS FIELD.
an expression consisting of variables and coefficients, that involves only the operations of addition, subtraction, multiplication
FATHER OF MATHEMATICS
SURFACE AREA OF ______ IS 2(lb + bh + hl)
the area between two radiuses and the connecting arc of a circle.
branch of mathematics that studies the sizes, shapes, positions angles and dimensions of things.
The number that a variable is being multiplied with is called the
IT IS THE AREA OF STUDY DEALING WITH THE PRESENTATION, ANALYSIS AND INTERPRETATION OF DATA.
ARE THE ASSUMPTIONS WHICH ARE OBVIOUS UNIVERAL TRUTHS BUT THEY ARE YET TO BE PROVED.
A MATHEMATICAL STATEMENT WHOSE TRUTH HAS BEEN PROVED OR ESTABLISHED IS CALLED _______.

38 Clues: FATHER OF MATHEMATICS • SURFACE AREA OF ______ IS 2(lb + bh + hl) • CURVED SURFACE ARE OF A ________ IS (3πr²) • CURVED SURFACE AREA OF A ______ IS (πrl) • IT DIVIDES THE TRIANGLE INTO 2 EQUAL AREAS. • IT IS THE MOST FREQUENTLY OCCURRING OBSERVATION. • A POLYNOMIAL OF DEGREE 3 IS CALLED _____ POLYNOMIAL. • A POLYNOMIAL OF DEGREE 2 IS CALLED _____ POLYNOMIAL. • ...

Mathematics - Basics 2021-11-10

Across

promień
prostopadły
dodawać
równać się (równe)
kąt
długość
mnożyć
powierzchnia
równanie
obwód

Down

bok
więcej (większe)
dzielić
pierwiastek
mniej (mniejsze)
równoległy
średnica
odejmować
nawias
potęga

20 Clues: bok • kąt • obwód • nawias • mnożyć • potęga • promień • dzielić • dodawać • długość • średnica • równanie • odejmować • równoległy • prostopadły • pierwiastek • powierzchnia • więcej (większe) • mniej (mniejsze) • równać się (równe)

Mathematics Crossword 2013-04-26

Across

These limits are so hard, I can hardly ________ / Function
You can't argue with a 90-degree angle, it's always _____!
When I have graph paper out, I'm usually ________ something evil
What an adorable angle
My friend said that his favorite number was pi, but I said that's just __________!
Making math puns is the first ____ of madness
sin(gerine)/cos(gerine)
You can't put _________ before the horse (this one's too hard)
What happened to the plant in math class? It grew square _____!
My math teacher has twelve kids; she really knows how to ________!
These two lines have so much in common, but sadly they'll never meet

Down

There are 10 kinds of people: those who understand ______ and those who don't
The _________ Sequence: it's as easy as 1,1,2,3,5,8...
Someone needs to tell the square root of -1 to get ____
Pumpkin __ (this one's too easy)
What do you call a math teacher that spent all summer in the sun? A _______!
My math teacher's 83 years old, but she says she's still in her _____!
Some say that circles are actually useful, but I think they're _________
These numbers leave some students "non-plussed"
Numbers not divisible by 2? That's just ___

20 Clues: What an adorable angle • sin(gerine)/cos(gerine) • Pumpkin __ (this one's too easy) • Numbers not divisible by 2? That's just ___ • Making math puns is the first ____ of madness • These numbers leave some students "non-plussed" • The _________ Sequence: it's as easy as 1,1,2,3,5,8... • Someone needs to tell the square root of -1 to get ____ • ...

Mathematics Vocabulary 2013-04-18

Across

to estimate
a drawing or plan that outlines or displays something
to reslove into factors
to make less
an operation that rotates a geometric figure about a fixed point
to deduct a certain amount from a bill or cost
to ascertain the numerical value
the price paid to produce
to change into a different form
to determine or ascertain by mathematical methods
annum by year
an amount or number lost
to arrange as or decorate
an exact amount or measure
proceeding by tens

Down

to work an answer
the correspondence in shape or form on the opposite side of a plane or line
in the reverse of the usual or right way
a rate or proportion per hundred
sharp angle
the act of solving a problem
a three sided shape
to make greater in number
sum or amount of money
a word relating to a particular field

25 Clues: to estimate • sharp angle • to make less • annum by year • to work an answer • proceeding by tens • a three sided shape • sum or amount of money • to reslove into factors • an amount or number lost • to make greater in number • the price paid to produce • to arrange as or decorate • an exact amount or measure • the act of solving a problem • to change into a different form • ...

Mathematics Crossword 2013-04-08

Across

This type of numbers can make math students 'nonplussed'
My teacher called me an average math student. That's just ____!
Answer to the Ultimate Question of Life, the Universe, and Everything
There are 10 kinds of people in the world: those who understand ______, and those who don't!
My friend said that his favorite number was pi, but I said that's just _________.
Some people think circles have a purpose. Personally, I think they're _________.
You can't put _________ before the horse!
What happened to the plant in math class? It grew square _____!
My math teacher has already had seven kids, she really knows how to ________.
What do you call an adorable angle?

Down

Pumpkin __ (this one's too easy)
Never argue with a 90-degree angle, it's always _____!
sin(gerine)/cos(gerine)
It's easy as 1, 1, 2, 3, 5, 8...
These types of lines have so much in common, but sadly they'll never meet
Why did the chicken cross the ______ _____? To get to the same side!
Numbers not divisible by 2? That's just ___ to me.
Making math puns are the first ____ of madness
Someone needs to tell the square root of -1 to get ____.
What do you call a math teacher that spent all summer at the beach?

20 Clues: sin(gerine)/cos(gerine) • Pumpkin __ (this one's too easy) • It's easy as 1, 1, 2, 3, 5, 8... • What do you call an adorable angle? • You can't put _________ before the horse! • Making math puns are the first ____ of madness • Numbers not divisible by 2? That's just ___ to me. • Never argue with a 90-degree angle, it's always _____! • ...

Mathematics Eisteddfod 2013-02-12

Across

how many digits are there on a person’s hand
the value you would call the lowest on the list
1000 metres
a 5 sided shape
what is the shape of a 50p coin
nine subtract five
what is the difference between seven and five
totalling numbers
To take it away or find the difference between 2 numbers
2,4,6,8,10
the abbreviation of decimal point

Down

The value you would call the most on the list
Mathematical term for sharing
per one hundred
a whole number that is split
the length of 12 inches
The same
to times by
what is the shape of a tennis ball
what is a flat three sided shape called

20 Clues: The same • 2,4,6,8,10 • 1000 metres • to times by • per one hundred • a 5 sided shape • totalling numbers • nine subtract five • the length of 12 inches • a whole number that is split • Mathematical term for sharing • what is the shape of a 50p coin • the abbreviation of decimal point • what is the shape of a tennis ball • what is a flat three sided shape called • ...

Mathematics Crossword 2013-12-09

Across

Each of the numbers in an Arithmetic list is called a Term.
The total area of the object's faces and curved surfaces is called _________ Area.
The region enclosed by an arc and a chord.
An outcome of a random experiment in called an ___________ event.
A sequence a1, a2, a3...an, is called an ________ Progression.
A polynomial of degree 2 is called a __________ polynomial.
When all sides of parallelogram touch a circle, the parallelogram is a _______.
The line drawn from the eye of an observer to a point in the object where the person is viewing is called the line of _____.
A line which intersects a circle in two distinct points is called a _______ of a circle.
a, a+d, a+2d,.. os called the ______ form an AP.
An arrangement of numbers in a definite order according to some rule.

Down

A 6-faced, 3D shape with 8 corners and 12 edges.
The word tangent is originated from the Latin word ________.
The distance of a point from the y-axis.
The distance of a point from the x-axis.
This person wrote the first book, introducing Probability.
The ratio of sides of the triangle to be constructed with the corresponding sides of given triangle.
The angle formed by the line of sight with horizontal line when it's above the horizontal level.
When the sum of distance between two points is equal to the third one, they are called ______ points.
A line that intersects the circle in exactly one point.
The portion of the cone between the cutting plane and the base of the cone is called a _________ of the cone.
The locus of a point which moves in a plane such that its distance from a fixed point is always same.

22 Clues: The distance of a point from the y-axis. • The distance of a point from the x-axis. • The region enclosed by an arc and a chord. • A 6-faced, 3D shape with 8 corners and 12 edges. • a, a+d, a+2d,.. os called the ______ form an AP. • A line that intersects the circle in exactly one point. • This person wrote the first book, introducing Probability. • ...

mathematics crossword 2013-09-24

Across

the action or process of adding something to something else
A 3D shape that forms from a circular base to a point
a a 3D shape with six faces
A unit of length equal to 100 centemetres
a 2D shape with 6 sides
a plan of action designed to achieve a goal
the opposite to positive
an instrument used to draw straight lines or measure distances
to take away from another number
an instrument for measuring angles
a number that can be divided by another number without a remainder
a rounded 3D shape
a 2D shape with 10 straight sides and angles

Down

a repeated design
the opposite to negative
an amount of space between two things or people
a procedure for accomplishing something
a number quantity that is not whole represented with a point
a triangle of which all sides are equal
an order in which things follow each other
the quantities
a visual representation of something
a unit of measurment equal to 1000 metres
a number quantity that is not whole
a law or principle
the part of maths where letters are used to represent numbers
to find hoe many times a number contains another
a procedure for accomplishing something expressed in symbols
the measurement of something from end to end
an instrument used to draw circles or arcs

30 Clues: the quantities • a repeated design • a law or principle • a rounded 3D shape • a 2D shape with 6 sides • the opposite to negative • the opposite to positive • a a 3D shape with six faces • to take away from another number • an instrument for measuring angles • a number quantity that is not whole • a visual representation of something • a procedure for accomplishing something • ...

Mathematics Vocabulary 2017-03-13

Across

the measurement from the centre of a circle to any point on its circumference
A 4 sided shape with all 4 sides the same length and two pairs of equal and opposite angles
A surface on a 3-dimensional shape
If you take a ______, you may be lucky
Corners on a 3-dimensional shapes
two lines that are at right angles to each other
At a right angle to the ground
Two straight lines that have exactly the same distance between them at all times
Type of triangle that has no sides the same length
A 2-dimensional shape is changed as a result of a slide
When two answers are the same
A triangle with two sides the same length
A 4 sided shape with two pairs of parallel and equal lengths
The opposite to squaring a number

Down

What sort of number always has a remainder of 1 when divided by two?
A part of the circumference of a circle
Having little length
Across from
A 4 sided shape with all sides of equal length and all angles are 90 degrees
Unfolded 3-dimensional shape
Space covered by an object
After you round a number, the answer will be an ______
A five sided shape
Type of triangle that has all 3 angles equal
To turn around
An angle greater than 180 degrees but less than a full rotation
A collection of terms
A number that can only be divided by itself and one.
What you get when you put a shape in a mirror
The sum of all numbers divided by how many there are
The measured distance around the outside of a shape
Measurement of a turn

32 Clues: Across from • To turn around • A five sided shape • Having little length • A collection of terms • Measurement of a turn • Space covered by an object • Unfolded 3-dimensional shape • When two answers are the same • At a right angle to the ground • Corners on a 3-dimensional shapes • The opposite to squaring a number • A surface on a 3-dimensional shape • ...

Mathematics: Statistics 2018-01-08

Mathematics: Statistics crossword puzzle

Across

Graph / graphical representation of numerical data with heights of rectangular bars of equal width
/ when a die is thrown any number of times, each throw of a die is called?
/ set of data collected from a statistical population
/ extent to which something is to happen or likely to happen
/ a _________ experiment is an experiment with more than one possible outcome and not possible to predict in advance.
/ Collection of numerical data systematically with a definite objective
/ number that tells how many times does a particular data appear in the given data
/ Value that occurs most often in a given data
/ An event with a probability of 1
/ a type of graphical representation
/ something that will surely happen

Down

/ often labelled as x and y
/ frequencies, occurrences or total number being measured for a specific category in a data set
/ Characteristic that can be measured or counted
/ arrangement of data in a systematic form, generally in a table form
/ Entire pool from which a statistical sample is drawn
/ set of numerical facts, collected with a definite object
Interval / something bounded by two numbers, e.g: 10-20
Bar Graph / Two bar graphs drawn side by side which help to compare two collections of data
/ Outcome of first card effects outcome of second card are called _______ events
Chart / a chart you'd love to eat, but you can't!
/ add the values and divide by the number of values
/ equal chances of winning
/ a result of an experiment
/ Data arranged in ascending or descending order of their magnitudes

25 Clues: / equal chances of winning • / often labelled as x and y • / a result of an experiment • / An event with a probability of 1 • / something that will surely happen • / a type of graphical representation • / Value that occurs most often in a given data • / Characteristic that can be measured or counted • Chart / a chart you'd love to eat, but you can't! • ...

Mathematics Crossword 2022-01-14

Across

How many 8s go evenly into 80
combining two or more numbers together
2, 4, 6, 8, 10 and so on
What you must show with your Mathematics work
adding a number to itself a certain number of times
The space inside a shape
1, 3, 5, 7, 9 and so on
The answer to an addition problem
The distance around the outside of a shape
Number before twenty
Taking one number from another
The measurement between two lines
to see how many times a divisor goes into another

Down

The Quotient of 20 and 4
The seventh prime number
Represents part of of a whole number
A numbers that have more than two factors
The answer to a multiplication problem
A number represented as out of 100
Seven times five
a number that is divisible only by itself and 1

21 Clues: Seven times five • Number before twenty • 1, 3, 5, 7, 9 and so on • The Quotient of 20 and 4 • The seventh prime number • 2, 4, 6, 8, 10 and so on • The space inside a shape • How many 8s go evenly into 80 • Taking one number from another • The answer to an addition problem • The measurement between two lines • A number represented as out of 100 • Represents part of of a whole number • ...

Financial Mathematics 2022-02-01

Across

Occurring twice a month.
The amount of pay before any deductions such as income tax are subtracted.
Money earned from working, investments or doing business.
Amount after allowable deductions are subtracted from the gross pay.
The system by which a government collects money from citizens to support the government and fund services such as education, health and defence.
A payment calculated as a fixed percentage of the normal pay over a fixed number of weeks. It is usually paid at the beginning of the annual holidays to meet the increased expenses of a holiday.
A payment of small sums of money at regular intervals over a period of time.
A time period of 14 days(2 weeks).
This payment is usually a percentage of the value of the goods sold.

Down

Number or ratio expressed as a fraction of 100.
The worker is paid a fixed amount for each piece of work completed.
This is time worked in excess of a standard day or week.
additional charge to support Australia’s universal health care system.
Interest earned on the principal investment The action or process of investing money for profit.
Usually paid weekly to a permanent employee and based on an hourly rate, for an agreed number of hours per week.
To reduce the price of goods sold.
Occuring once every three months.
Per year.
The amount remaining after deductions have been subtracted.
This is money, or an equivalent, given in addition to an employee's usual income.
Earning interest on interest
A fixed amount is paid for the year's work even though it may be paid weekly or fortnightly.
The gain when a good is sold for a higher price than its cost price.

23 Clues: Per year. • Occurring twice a month. • Earning interest on interest • Occuring once every three months. • To reduce the price of goods sold. • A time period of 14 days(2 weeks). • Number or ratio expressed as a fraction of 100. • This is time worked in excess of a standard day or week. • Money earned from working, investments or doing business. • ...

Mathematics Words 2022-02-03

Across

a century is this many years
to discover the length, width, volume, or weight
an instrument that is twelve inches long
the act of combining two or more numbers
500,00 + 500,00 is a_______________.
If a whole is cut into two parts
gravity's effect on an object on earth
the length of my room is 12 feet and the _______ is 8 feet.
skip counting or repeated addition
used to find the difference between two numbers
sharing evenly

Down

a If you saw a one with three zeros after it, the number would be called one ___________.
one fourth
the top number in a fraction
12 minus 7 __________ 5
part of a whole
a single number
the measurement of how long something is
How tall I am
the number of pieces a whole is divided into

20 Clues: one fourth • How tall I am • sharing evenly • part of a whole • a single number • 12 minus 7 __________ 5 • the top number in a fraction • a century is this many years • If a whole is cut into two parts • skip counting or repeated addition • 500,00 + 500,00 is a_______________. • gravity's effect on an object on earth • an instrument that is twelve inches long • ...

Mechanical Mathematics 2024-11-12

Across

This is the name used for HTh in place value.
This tells you have many pieces make up a whole.
A word used to indicate that you need to multiply by two.
A clock that uses numbers instead of hands to show time.
This stands for after noon.
This is when you break up a number according to the place value of the digits.
This means to show one number is more than, less than or equal to another number.
A term used to represent 2 weeks.
This is a term used when you minus numbers from each other.
A clock with rotating hands and numbers.

Down

This represents the actual value of a digit.
This means to arrange numbers from the greatest to the smallest value.
This stands for before noon.
This is when you add numbers together.
This tells you how many pieces you have from a whole.
This operation uses DMSBR to work out the answer.
This deals with the position of the digit in a whole number.
A term used to represent 10 years.
This stands for Brackets Of Division Multiplication Addition and Subtraction.
This is the name used for T in place value.
This means to arrange numbers from the smallest to the largest value.
This is another term used when you times numbers together.

22 Clues: This stands for after noon. • This stands for before noon. • A term used to represent 2 weeks. • A term used to represent 10 years. • This is when you add numbers together. • A clock with rotating hands and numbers. • This is the name used for T in place value. • This represents the actual value of a digit. • This is the name used for HTh in place value. • ...

Mathematics: Statistics 2018-01-08

Across

/ graphical representation of numerical data with heights of rectangular bars of equal width
/ when a die is thrown any number of times, each throw of a die is called?
/ Data arranged in ascending or descending order of their magnitudes
/ arrangement of data in a systematic form, generally in a table form
/ a chart you'd love to eat, but you can't!
/ extent to which something is to happen or likely to happen
/ add the values and divide by the number of values
/ something bounded by two numbers, e.g: 10-20
/ An event with a probability of 1
/ a type of graphical representation
/ Entire pool from which a statistical sample is drawn
/ number that tells how many times does a particular data appear in the given data
/ a result of an experiment

Down

/ frequencies, occurrences or total number being measured for a specific category in a data set
/ Characteristic that can be measured or counted
/ a _________ experiment is an experiment with more than one possible outcome and not possible to predict in advance.
/ often labelled as x and y
/ Two bar graphs drawn side by side which help to compare two collections of data
/ set of data collected from a statistical population
/ Collection of numerical data systematically with a definite objective
/ set of numerical facts, collected with a definite object
/ something that will surely happen
/ Outcome of first card effects outcome of second card are called _______ events
/ equal chances of winning
/ Value that occurs most often in a given data

25 Clues: / equal chances of winning • / often labelled as x and y • / a result of an experiment • / something that will surely happen • / An event with a probability of 1 • / a type of graphical representation • / a chart you'd love to eat, but you can't! • / something bounded by two numbers, e.g: 10-20 • / Value that occurs most often in a given data • ...

Mathematics Words 2022-03-15

Across

1000 cubic centimetres
The distance around a shape
A line that joins two vertices of a shape.
The top of a fraction
How many halves in 10?
Fractions like 2/3, 4/11
A quadrilateral with all sides the same length
The space inside a two dimensional shape.
The line between the parts of a fraction.
Another way of expressing a fraction
A fraction with a numerator of 1

Down

The number of cubes inside a shape.
The process of simplifying a fraction
Fractions like 6/7, 12/14, 18/21
Another name for fractions like 13/4, 17/6
The bottom of a fraction
A number that has exactly two factors
When a number is multiplied by itself
A quadrilateral with exactly one pair of parallel lines
Another name for the counting numbers
Decimals that stop like 2/5 =0.4
Fractions like 13/4, 17/6
Decimals that repeat like 2/3 = 0.666666....
When a number is multiplied by itself three times
Numbers that have a whole part and a fraction part

25 Clues: The top of a fraction • 1000 cubic centimetres • How many halves in 10? • The bottom of a fraction • Fractions like 2/3, 4/11 • Fractions like 13/4, 17/6 • The distance around a shape • Fractions like 6/7, 12/14, 18/21 • Decimals that stop like 2/5 =0.4 • A fraction with a numerator of 1 • The number of cubes inside a shape. • Another way of expressing a fraction • ...

mathematics,class10 2014-01-19

Across

4.if equation has b2-4ac=0 is known as ___________ roots
15.this line meets the circle in two point
28.if the circumference and the area of the circle are numerically equal,then diameter is______________
18.the common point of a tangent to a circle and the circle called______________
9. the fixed no.that are adding to preceding term is called_____________
27.the part of the circular portion enclosed by a chord and an arc,is known as__________
12.the__________ form of an A.P. is a,a+d,a+2d,a+3d.....
6.if 2 is a roots of a equation x2+ax+12=0 and quadratic equation x2+ax+q=0 has equal root then q=
31.12 solid sphere of same size are made by melting a solid metallic cylinder of base radius 1 cm.and height 1/3 of 48 cm ,then radius of sphere is________________
2.quadratic formula is known as_____________
14.write the value of x for which 2x,x+10and 3x+2 are in A.P.
26.the part of the circular portion enclosed by two radii and an arc,is known as__________
19.how many a circle have

Down

24.the_________of sight is the line drawn from the point of observer eye to point of object view
10. it is the arrangement of no. whose element follows certain general pattern either from the beigning or after some term are called_________
22.if point A(X1,Y1),B(X2,Y2) and C(X3,Y3)are__________then X1(y2-y3)+X2(Y3-Y1)+X3(Y1+Y2)=0
11.this value of discriminant gives equal roots of quadratic equation____________-
17.a circle can have_______ parallel tangent
8.successive term are obtained by adding fixed no to preceding term such list of no. called______-
7.each of the no. in the list is called a ________
29.the object is combined with a hemisphere to give plumb line
23.if x is a positive integer such that the points P(X,2) and Q(3,-6) then X=____________
21.the abscissa and____________of a given point are the distance of the point from x-axis and y-axis
3.in a quadratic equation ax2+bx+c=0 this is represent by b2-4ac
30.the object is obtained by cutting a cone by a plane parallel to base
32.a bicycle wheel makes 5000 revolution in moving 11 km. find diameter of wheel
13.write the common difference of an A.P. whose nth term is an=3n+7
25.the theoretical probability is also called___________
1.a_______equation in a variable x of form ax2+bx+c=0 where a,b,c are real no.
20.another name of x-axis

30 Clues: 20.another name of x-axis • 19.how many a circle have • 15.this line meets the circle in two point • 17.a circle can have_______ parallel tangent • 2.quadratic formula is known as_____________ • 7.each of the no. in the list is called a ________ • 4.if equation has b2-4ac=0 is known as ___________ roots • 25.the theoretical probability is also called___________ • ...

Mathematics vocabulary 2012-09-08

Across

Maths that looks at space
An angle less than ninety degrees
An opposite side
A line touching a curve at only one point
Using simple operations to compute numbers
The top number of the fraction
The bottom line of a fraction
A number that divides a number exactly
A whole number
Maths that uses letters to represent numbers
The angle between a line of direction and north
The distance from the centre of a circle to the circumference

Down

Where two maths expressions are equal
An outside angle
A line at right angles to another line
Collecting, studying and analysing numbers
A unit of an angle
Surface measurement
To cut into two equal parts
A number larger than one and divisible only by itself and one

20 Clues: A whole number • An outside angle • An opposite side • A unit of an angle • Surface measurement • Maths that looks at space • To cut into two equal parts • The bottom line of a fraction • The top number of the fraction • An angle less than ninety degrees • Where two maths expressions are equal • A line at right angles to another line • A number that divides a number exactly • ...

Mathematics Project 2012-11-05

Across

The ratio of the circumference of a circle to its diameter.
Used when to angles and any side are known.
A device for measuring angles.
Vertical translation of a periodic function.
An equation, graph, or data that can be modeled by a degree 2 polynomial.
The inverse function of tan.
The bottom part of a fraction.
The additive identity. The number that when you add it to a number, n, you will get n as a result.
The reciprocal of the cosine.
A table of numbers arranged in rows and columns.
(-1,0,1,2,3) these numbers called
A straight line that is a close approximation to a curve as the curve goes off to infinity.

Down

Horizontal translation of a periodic function.
The value of x at the point where a curve crosses the x-axis.
To cut something in half.
A line can be used to help draw vertical translation horizontal of each cycle.
A fraction in which the denominator is assumed to be 100.
The ratio of the change in y-coordinates to the change in x-coordinates.
The conjugate of a complex number is formed by reversing the sign on the imaginary part of the number. The conjugate of a + bi is a - bi.
(0,1,2,3,4,5,6 ) these numbers are
The inverse function of sin.
A set of numbers that identifies the location of a point.
The set of all possible values of the argument of a function.
Half the difference between the largest and smallest function value of a periodic function.
The measure of how often a function repeats its same values.

MATHEMATICS FUN 2016-05-14

Across

a relation for which each element of the domain corresponds to exaly one element of the range
the highest point over the entire domain of a function or relation
a term that describes the mean and median as being equal
any mathematical calculation or formula combing numbers and/or variables using sums,differences,products,parentheses, or other mathematical operations
_______ function: a function with a graph that moves downward as if is followed from left to right
measures the strenght of a linear relationship
data is equally spread;no real peaks
____ sequence:a sequence of numbers that has a common difference called d between the two successive terms
root a non negative number that must be multiplied times itself to equal a given number
a type of sequence such as 2,4,6,8, which has a constant ratio between terms
the average values of numbers in a set

Down

a value that is much smaller or larger that the rest of the values in the set
___ plot: a frequency plot that shows the number of times a response occurred in a data set,where each data value is represented as a dot
part of an expression that is seperated by the + or - sign
a line or curve that the graph of a relation approaches more and more closely the further the graph is followed
plot a graph of a set of orderd pairs
interest (special type of exponential growth) where the amount is added more that once within the time;t
the number in front of a variable
describing the rate of change that is NOT constant
______ function: a function with a graph that goes up as its followed from left to right
the highest or lowest point of a parabola
a quantity that can change or may take on different values(refered to as a letter of symbol representing a quality)
a list of numbers set apart by comas such as: 3,5,9,12
____ frequencies: value in the total row and total colum
the largest number and/or variable that all factors of your expression have in common
of symmetry vertical line passing through the vertex

MATHEMATICS FUN 2016-05-14

Across

part of an expression that is seperated by the + or - sign
a list of numbers set apart by comas such as: 3,5,9,12
any mathematical calculation or formula combing numbers and/or variables using sums,differences,products,parentheses, or other mathematical operations
a term that describes the mean and median as being equal
a quantity that can change or may take on different values(refered to as a letter of symbol representing a quality)
_______ function: a function with a graph that moves downward as if is followed from left to right
____ sequence:a sequence of numbers that has a common difference called d between the two successive terms
measures the strenght of a linear relationship
a line or curve that the graph of a relation approaches more and more closely the further the graph is followed
a relation for which each element of the domain corresponds to exaly one element of the range
describing the rate of change that is NOT constant

Down

___ plot: a frequency plot that shows the number of times a response occurred in a data set,where each data value is represented as a dot
the highest or lowest point of a parabola
root a non negative number that must be multiplied times itself to equal a given number
the average values of numbers in a set
of symmetry vertical line passing through the vertex
a type of sequence such as 2,4,6,8, which has a constant ratio between terms
the number in front of a variable
______ function: a function with a graph that goes up as its followed from left to right
the highest point over the entire domain of a function or relation
plot a graph of a set of orderd pairs
data is equally spread;no real peaks
____ frequencies: value in the total row and total colum
interest (special type of exponential growth) where the amount is added more that once within the time;t
a value that is much smaller or larger that the rest of the values in the set
the largest number and/or variable that all factors of your expression have in common

Financial Mathematics 2022-08-23

Across

the value right now of some amount of money in the future
occuring once per year
money earned by an individual or other entity
the time between two interest payments or loan repayments
a plastic card issued by a bank or financial services company that allows cardholders to borrow funds with which to pay for goods and services with merchants that accept cards for payment
to be under obligation to pay or repay
to obtain some form of loan
an accounting method used to allocate the cost of a tangible or physical asset over its useful life
something a person or company owes, usually a sum of money
a payment made to the government, usually as a percentage of a transaction, e.g. income tax, goods & services tax (GST), stamp duty
to take money away from an account
how regularly loan repayments mst be made (e.g. monthly, weekly)
occuring once every month (or 12 times per year)
a fixed amount of money that you will be paid each year for the rest of your life
to give money to someone who agrees that they will pay the money back in the future, usually with extra money added to the original amount

Down

the value of a current asset at a future date based on an assumed rate of growth
the proportion of a loan that is charged as interest to the borrower, typically expressed as an annual percentage of the loan outstanding.
the original sum of money borrowed in a loan or put into an investment
a fixed percentage of the amount invested or borrowed, calculated on the original amount.
the interest on a loan or deposit calculated based on both the initial principal and the accumulated interest from previous periods
money held at a bank
an increase in the value of an asset over time
occuring once every week (or 52 times per year)
an increase in the level of prices of the goods and services that households buy
any amount that you owe including bills, loan repayments and income tax
a form of debt incurred by an individual or other entity
occuring once every two weeks (or 26 times per year)
the total amount of money brought in by a company's operations, measured over a set amount of time
a lending term for when a customer purchases a good or service with an agreement to pay at a later date
the amount of money owed (or due) on an account
the act of paying back money borrowed from a lender in accordance with a loan's terms
occuring once every three months (or four times per year)

32 Clues: money held at a bank • occuring once per year • to obtain some form of loan • to take money away from an account • to be under obligation to pay or repay • money earned by an individual or other entity • an increase in the value of an asset over time • occuring once every week (or 52 times per year) • the amount of money owed (or due) on an account • ...

Mathematics Crossword 2024-06-09

Across

A polygon with all interior angles equal is called a
A quantity representing the amount of rotation is called
The process of expressing a number as the product of its prime factors is called
A number that has only two factors, 1 and itself, is called a
A mathematical expression involving one or more variables is called an
A mathematical expression representing repeated multiplication of the same number.
The branch of mathematics dealing with the study of triangles and their properties is called
The number that appears most frequently in a data set is called the
The process of finding the value of a variable or expression that satisfies an equation is called
The branch of mathematics dealing with the study of spatial relationships and properties of shapes is called
This theorem states that in a right-angled triangle, the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides.
A straight line segment passing through the center of a circle and having its endpoints on the circumference is called a
The number obtained by adding all the data values and dividing by the total number of values is called the
A mathematical statement that asserts that two expressions are equal, often represented by the symbol "=".

Down

The process of arranging objects in a specific order is called
The measure of the space occupied by a solid figure is its
A line that divides a line segment into two equal parts at a right angle is called a
The numerical value of a term that contains variables is called its
A number that can be expressed as the ratio of two integers, where the denominator is not zero.
The distance around the boundary of a two-dimensional shape is called its
The process of finding the numerical value of an expression is called
This theorem states that the interior angles of a triangle add up to 180 degrees.
A straight line that touches a curve at a single point without crossing it is called a
A line that intersects two or more other lines at distinct points is called a
The point where two sides of a polygon meet is called a
A mathematical expression representing the difference between the largest and smallest values in a data set.
A statement that asserts that one quantity is greater than another is called an

27 Clues: A polygon with all interior angles equal is called a • The point where two sides of a polygon meet is called a • A quantity representing the amount of rotation is called • The measure of the space occupied by a solid figure is its • A number that has only two factors, 1 and itself, is called a • The process of arranging objects in a specific order is called • ...

Mathematics Project 2012-11-04

Across

The set of all possible values of the argument of a function.
A line can be used to help draw vertical translation horizontal of each cycle.
The value of x at the point where a curve crosses the x-axis.
The inverse function of sin
The conjugate of a complex number is formed by reversing the sign on the imaginary part of the number. The conjugate of a + bi is a - bi.
Used when to angles and any side are known.
A fraction in which the denominator is assumed to be 100.
(0,1,2,3,4,5,6 ) these numbers are
The function obtained by switching the x- and y-variables.
A table of numbers arranged in rows and columns.
A device for measuring angles.
The inverse function of tan
the ratio of the change in y-coordinates to the change in x-coordinates
Horizontal translation of a periodic function.

Down

The bottom part of a fraction.
A straight line that is a close approximation to a curve as the curve goes off to infinity.
The measure of how often a function repeats its same values.
Vertical translation of a periodic function.
The reciprocal of the cosine.
(-1,0,1,2,3) these numbers called.
A set of numbers that identifies the location of a point.
The additive identity. The number that when you add it to a number, n, you will get n as a result.
An equation, graph, or data that can be modeled by a degree 2 polynomial.
Half the difference between the largest and smallest function value of a periodic function.
To cut something in half.
The ratio of the circumference of a circle to its diameter.

26 Clues: To cut something in half. • The inverse function of sin • The inverse function of tan • The reciprocal of the cosine. • The bottom part of a fraction. • A device for measuring angles. • (0,1,2,3,4,5,6 ) these numbers are • (-1,0,1,2,3) these numbers called. • Used when to angles and any side are known. • Vertical translation of a periodic function. • ...

Mathematics Terminologyca 2013-05-07

Across

To solve a problem using equations only
A fraction like 9/4
Numbers in order
Very close but not quite
A mathematical statement
An unknown number
Another name for an exponent
The top number of a fraction
Another name for slope
The middle
x
The first whole number

Down

A polynomial with three terms
The three in 3x
A line you do not cross
The shape of 1/x
The square root of two is an example
Numbers that you cannot divide evenly by two
The shape of a quadratic
All possible x values
The answer in a division question
An equation like Area = (length)(width)
To multiply two binomials together
The answer to an addition problem
The second natural number
The bottom of a regular parabola

26 Clues: x • The middle • The three in 3x • Numbers in order • The shape of 1/x • An unknown number • A fraction like 9/4 • All possible x values • Another name for slope • The first whole number • A line you do not cross • Very close but not quite • A mathematical statement • The shape of a quadratic • The second natural number • Another name for an exponent • The top number of a fraction • ...

Mathematics Crossword 2013-09-22

Across

What is the point on a graph that lies at (0,0)?
What is the slope of a line perpendicular to y=-1/8x+4?
What is the x-intercept of 2x+2y=30?
Are these lines perpendicular/parallel: y=6x+5 & y=6x-1?
What is the x-intercept of -50x+2y=200?
What is the slope of y= -3x+4?
What is the slope of y=10/2x+10?
To find the y-intercept, what does x equal?
What is the slope of a line perpendicular to y=-1/2x+3?

Down

What is the slope of y=x?
What is the slope of -6/3 x+2?
What is the negative inverse of -1/7?
Two lines are parallel if they have the same ____?
Tell if these lines are parallel or perpendicular: y=6x+4 and y=-1/6x+4?
What is the slope of the line y= -6x+1?
What is the y-intercept of x+4y=36?
What is the slope of y=3x+2?
The line is __________if the slope is undefined.
What is the x-intercept of 6x+2y=24?
What is the y-intercept of 2x-4y=20?
What is the y-intercept of 4x+3y=30?
The line is ___________ if the slope is zero.

22 Clues: What is the slope of y=x? • What is the slope of y=3x+2? • What is the slope of -6/3 x+2? • What is the slope of y= -3x+4? • What is the slope of y=10/2x+10? • What is the y-intercept of x+4y=36? • What is the x-intercept of 2x+2y=30? • What is the x-intercept of 6x+2y=24? • What is the y-intercept of 2x-4y=20? • What is the y-intercept of 4x+3y=30? • ...

Discrete Mathematics 2016-03-30

Across

is a binary relation on a set for which every element is related to itself
a vertical line of entries in a table
a proposition that is always true
the given elements are limited or countable at its last element can be identified
is the smallest unit of data in a computer
a type of set that only have exactly the same number of elements
is denoted by ∴
is denoted by ∩
is the study of mathematical symbols and the rules for manipulating these symbols
a proposition that is always false
a corner or a point where lines meet
rule used is p→q/∴p→q(p^q)
if R(a,b) and R(b,a), then a = b, or, equivalently
is a relation between a set of inputs and a set of permissible outputs with the property that each input is related to exactly one output
is denoted by →
rule used is p/∴pvq
a proposition that can either be true or false
a conditional statement is formed by negating both the hypothesis and the conclusion, and then interchanging the resulting negations
a set with only one element
q if and only if p
is a statement that is either true or false
a selection of a given number of elements from a larger number without regard to their arrangement
is a specific input in the function, also known as an independent variable
set of all possible elements under consideration
switching the hypothesis and conclusion of a conditional statement
is denoted by A^c
is a collection of ordered pairs containing one object from each set
is a container object that holds a fixed number of values of a single type
is denoted by ~

Down

a matrix is the sum of the diagonal entries
a path that begins and ends at the same vertex
is the oldest and most elementary branch of mathematics
is a function that "reverses" another function
a set whose elements are unlimited or uncountable
is an arrangement of objects in specific order
is a collection of distinct objects, considered as an object in its own right
is denoted by ∪
rule used is p^q/∴p
a division into or distribution in portions
a set is any one of the distinct objects that make up that set
a type of set that uses formula |P(A)|=2^n
a type of set if that doesn't have no elements in common
a set defined as the set of all ordered pairs
a set if only A=B
a horizontal line of entries in a table
is denoted by ^
the law relating the operations of multiplication and addition, stated symbolically, a(b + c) = ab + ac
a diagonal matrix with all its main diagonal entries equal
the set of possible values of the independent variable or variables of a function
named after George Boole
rule used is p q/∴p^q
is denoted by v
relating to, using, or expressed in a system of numerical notation that has 2 rather than 10 as a base
a diagram
a set with no objects or elements
a rectangular array of quantities or expressions in rows and columns that is treated as a single entity and manipulated according to particular rules
a place where power or information leaves a system
the output values of a function

58 Clues: a diagram • is denoted by ∪ • is denoted by ∴ • is denoted by ∩ • is denoted by → • is denoted by ^ • is denoted by v • is denoted by ~ • a set if only A=B • is denoted by A^c • q if and only if p • rule used is p^q/∴p • rule used is p/∴pvq • rule used is p q/∴p^q • named after George Boole • rule used is p→q/∴p→q(p^q) • a set with only one element • the output values of a function • ...

Mathematics Crossword 2021-02-18

Across

The type of numbers which read same from the backward as well as forward.
The smallest number divisible by all numbers 1 to 9.can be written as 200+x the x is?
A legend who invented zero.
It is the most famous constant of nature, it is irrational and we call it some ratio that is...
In the series AB, EDC, FGHI, ....?...., OPQRST, the missing term is
sequence of numbers in which each element is obtained by adding two preceding elements and the sequence starts with 0 and 1.
Every group of prime order is...
Let, f(x)=|x^2 – 25| for all x∈R. The total number of points of R at which function attains a local minimum or maximum is/are:
The only number that cannot be represented in Romans.
A definition that has a meaning that is deliberately assigned to some symbol is called...

Down

___theorem is a fundamental relation in Euclidean geometry among the three sides of a right angled triangle.
The next term in the following series YEB, WFD, UHG, SKI,? will be
A series of numbers whose reciprocals of all the elements of the sequence form an arithmetic sequence.
The theorem that relates line integral to surface integral is known as ___'s theorem that is..
The mathematician who proved that there exist infinite number of primes.
method in number theory, Ramanujan The famous indian mathematician who given identities in partition of numbers, work on algebra of inequalities, elliptic functions, continued fractions, partial sums and products of hypergeometric series. Also elected as fellow of royal society of London in 1918.
let A be a 5x5 matrix with real entries then A has atleast how many number of real eigenvalues.
The person known to be the father of mathematics who also observed how water is displaced by a discovered object: While taking a bath.
Every number is a___number.
The smallest perfect number.

20 Clues: A legend who invented zero. • Every number is a___number. • The smallest perfect number. • Every group of prime order is... • The only number that cannot be represented in Romans. • The next term in the following series YEB, WFD, UHG, SKI,? will be • In the series AB, EDC, FGHI, ....?...., OPQRST, the missing term is • ...

Mathematics Challenge 2019-06-06

Across

A ratio comparing two different units
The middle data value when they are written in numerical order.
The product of a number with another number
The answer to a subtraction problem
A diagram used to record information
An angle more than 90 degrees
A word for straight up and down
A straight line from one corner to another corner
The data value that occurs most often.
The dividend (top number) of a fraction
Ordered pairs that identify points on a coordinate plane. (x, y)
Straight across from side to side
The answer to a division problem
The amount of space occupied by an object
A polyhedron whose base is a polygon and whose other faces are triangles that share a common vertex
From the lowest score to the highest score in a graph
A number less than zero
A line on a graph that runs either vertically or horizontally through zero
An exact location (dot) on a coordinate plane

Down

The sum of data values divided by the numbers of values.
A number greater than zero
A positive or negative number, including zero
The whole amount; the answer to an addition problem
An angle smaller than a right angle.
The space inside a shape
A closed plane figure (shape) made up of line segments
A ratio that compares a number to 100; out of 100
Having all sides or faces equal
The divisor (bottom number) of a fraction
A solid with six congruent square faces
The distance around a shape
A number that is multiplied by another number to get a product
When two values are not equal, it is called a(n)
Two numbers that have the same absolute value but have different signs
A comparison of two numbers using division

35 Clues: A number less than zero • The space inside a shape • A number greater than zero • The distance around a shape • An angle more than 90 degrees • Having all sides or faces equal • A word for straight up and down • The answer to a division problem • Straight across from side to side • The answer to a subtraction problem • An angle smaller than a right angle. • ...

Mathematics Crossword 2017-03-07

Across

Number of days in the week
8 ounces make a ?
The inverse of subtracting
Where a line crosses an axis
circumference also
The 41st state of the USA
Polynomial with three terms
8760 of these are in a year
A number without a variable attached
A letter that represent any number
y=mx+b is this type of function
Number that cannot be the divisor

Down

Another term for power
The inverse of multiplication
Flipping of a fraction
lbs in 64 oz
Multiplying of two binomials
Fraction
Is the study of mathematical symbols
All positive and negative counting numbers
Polynomial with two terms
Is the constant of circumference

22 Clues: Fraction • lbs in 64 oz • 8 ounces make a ? • circumference also • Another term for power • Flipping of a fraction • The 41st state of the USA • Polynomial with two terms • Number of days in the week • The inverse of subtracting • Polynomial with three terms • 8760 of these are in a year • Where a line crosses an axis • Multiplying of two binomials • The inverse of multiplication • ...

Mathematics Project 2021-08-16

Across

A _____________ is a straight line with a "zero" point in the middle, with positive and negative numbers listed on either side of zero and going on indefinitely
A curve formed by 3 line segments is called a ____________
In 20÷4=5, 4 is the _________
In 2x + 16 x is the ____________
Combination of two rays with a common end-point, measured in degrees
Technique for solving a problem by first finding the value of a single unit, and then finding the necessary value by multiplying the single unit value
The ____________ of a rectangle= 2(l+b)
The ____________ of a circle is 2 π 2
Very integer is a ____________ number
An expression having 3 terms

Down

In 20÷4=5, 20 is the _________
The ______________ of a square bisect each other
A triangle in which two sides are equal
Numbers -9, -3. -1 are ___________
The___________ of a square is (side)2
The following - 24+2=13÷2 is an ____________
Numbers 2, 3 and 7 are prime _____________ of 42
The ______ of 2*9 is 18
In the fraction 6/5, 6 is the __________
Collection of variables, literals and constants

20 Clues: The ______ of 2*9 is 18 • An expression having 3 terms • In 20÷4=5, 4 is the _________ • In 20÷4=5, 20 is the _________ • In 2x + 16 x is the ____________ • Numbers -9, -3. -1 are ___________ • The___________ of a square is (side)2 • The ____________ of a circle is 2 π 2 • Very integer is a ____________ number • A triangle in which two sides are equal • ...

Mathematics puzzle 2021-12-15

Across

a six sided and six angled polygon
the two-Dimensional space taken up by an object or shape
it is the same as the mean. Add up series of numbers and divide the sum by the total
the branch of mathematics that substitutes letters for numbers to solve for unknown values
a statement that shows the equality of two expressions
a quantity that is not whole that contains a numerator and denominator
a letter or number representing a quantity attached to a term
an equation expressing and containing greater than and less than
a number that can be divided or divisible by
always a positive number, refers to the distance of a number from 0
the unit of an angles measure
a real number on the base ten standard numbering system

Down

the ordered pair that gives a precise location or position
a line that divides a figure into two equal shapes
a unit of measurement equal to 1000 meters
the study of lines, angles, and shapes
it is the middle value in a series of numbers ordered from least to greatest
An early counting tool used for basic arithmetic.
a metric unit of measurement for length
two rays sharing the same endpoint
the volume of substance that a container will hold
a value that does not change
a set of numbers or objects that follow a specific pattern
a straight infinite path
a number involved in an addition problem
describes the relationship between two or more variables
all whole numbers, positive or negative, including 0
objects and figures that have the same size and shape

28 Clues: a straight infinite path • a value that does not change • the unit of an angles measure • a six sided and six angled polygon • two rays sharing the same endpoint • the study of lines, angles, and shapes • a metric unit of measurement for length • a number involved in an addition problem • a unit of measurement equal to 1000 meters • ...

Mathematics Crossword 2022-01-14

Across

How many 8s go evenly into 80
combining two or more numbers together
2, 4, 6, 8, 10 and so on
What you must show with your Mathematics work
adding a number to itself a certain number of times
The space inside a shape
1, 3, 5, 7, 9 and so on
The answer to an addition problem
The distance around the outside of a shape
Number before twenty
Taking one number from another
The measurement between two lines
to see how many times a divisor goes into another

Down

The Quotient of 20 and 4
The seventh prime number
Represents part of of a whole number
A numbers that have more than two factors
The answer to a multiplication problem
A number represented as out of 100
Seven times five
a number that is divisible only by itself and 1

THADE MATHEMATICS 2023-11-22

Across

100+20+1
225+225
100+70+8
700-30
100+20+5+4
5000+5000
120+300
225+175
60+25
221+50
300+20+1
520+300
75+50+25
6500+6500
600+20

Down

100+100
123+334
5500+5500
1000-1
6000+6000
72+28
200+10+5
200+287
1000-150
524-313
380-200
630-100
450-130
62+106

29 Clues: 72+28 • 60+25 • 1000-1 • 700-30 • 221+50 • 62+106 • 600+20 • 100+100 • 225+225 • 123+334 • 120+300 • 225+175 • 200+287 • 524-313 • 380-200 • 520+300 • 630-100 • 450-130 • 100+20+1 • 100+70+8 • 200+10+5 • 1000-150 • 300+20+1 • 75+50+25 • 5500+5500 • 6000+6000 • 5000+5000 • 6500+6500 • 100+20+5+4

#19 - Mathematics 2023-10-25

Across

The value that occurs most frequently in a given data set.
________Information; facts, figures, statistics
The top number in a fraction
An amount that is subtracted from a paycheck. For example, federal income tax and health insurance premiums.
a portion of 100
________deductions: mandatory payroll deductions are those required by law. For example, Federal law says an employer must withhold federal income tax, Medicare tax and Social Security tax from an employee's paychecks.
A set of data arranged in a grid of rows and columns
A fee that is paid for a service and it's usually a percentage. Often people who are in sale jobs receive commissions and it's a portion of the sale they make.
distance measurement that surrounds an area and defines it
An employee is "salaried" or paid on a "salary basis," when the employee receives regular pay on a regular basis, and the amount doesn't fluctuate.
Part of a whole
______________compensation: hourly workers are paid (compensated) for the amount of time they spend working and have a set amount that they are paid for each hour of work performed.
The money that an employee actually receives after deductions, such as employment taxes and the cost of benefits, are subtracted.

Down

A number made up of a whole number and a fraction
A straight line passing from side to side through the center of a circle or sphere.
A graph that uses horizontal or vertical bars to display data
All of the money an employee makes while working at a job, figured before any deductions are taken out.
the number of square units needed to cover a surface; typically length width
a customary amount of extra money paid in return for a favor or service; tip
_________fraction: A fraction whose numerator is larger than the denominator
________deductions: voluntary deductions are those that an employer offers and employees may choose to accept. These deductions are not legally required. Examples of optional deductions include life insurance or retirement plans.
A circular graph that shows how a set of data is divided proportionately
A graph that uses line segments to show changes that occur over time
A measure of center in a set of numerical data, computed by adding the values in a list and then dividing by the number of values in the list.
a measure, quantity, or frequency, typically one measured against some other quantity or measure.
The bottom number in a fraction
a straight line from the center to the circumference of a circle or sphere

27 Clues: Part of a whole • a portion of 100 • The top number in a fraction • The bottom number in a fraction • ________Information; facts, figures, statistics • A number made up of a whole number and a fraction • A set of data arranged in a grid of rows and columns • The value that occurs most frequently in a given data set. • ...

Mathematics Crossword 2024-12-15

Across

A polygon with 11 sides and 11 vertices.
Angles that are multiples of 90 degrees where the terminal side lies along the axes
A polygon with 28 sides and 28 vertices.
An angle that measures greater than 0 degrees and less than 90 degrees.
The point where two line segments, rays, or edges meet to form an angle or corner.
elements that are adjacent or next to each other in sequence.
A polygon with 26 sides and 26 vertices.
Do not require a definition but can be described
A polygon that is not equiangular or equilateral.
A polygon with 25 sides and 25 vertices.
A polygon with 27 sides and 27 vertices.
Two adjacent angles whose non-common sides form a straight line
A polygon with 10 sides and 10 vertices.
A theorem that states that the sum of the interior angle measures of a triangle is 180 degrees
The line segments that form the boundary of a polygon.
How many sides and vertices does an icosatetragon have?
A quadrilateral with two pairs of congruent and adjacent sides
A polygon with 18 sides and 18 vertices.
A polygon with 13 sides and 13 vertices.
A polygon with 8 sides and 8 vertices.
A polygon with 14 sides and 14 vertices.
Points that lie on the same plane.
The region inside a geometric figure or the space within the boundaries of a polygon or angle.
An angle that measures exactly 0 degrees.
The starting point of a ray or vector.
A part of a line that starts at an initial point and extends infinitely in one direction.
A flat, two-dimensional surface that extends infinitely in all directions and has no thickness.
Two lines, line segments, or rays that intersect to form a right angle.
A figure formed by two rays (or line segments) sharing a common endpoint called the vertex.
A polygon with 16 sides and 16 vertices.
A line, ray, or segment that divides another segment into two equal parts.
Angles formed by a base and the legs
A polygon with 9 sides and 9 vertices.
A polygon with 30 sides and 30 vertices.
A closed figure formed by three or more line segments, called sides, that intersect only at their endpoints.
A polygon with 15 sides and 15 vertices.
A triangle where no sides are congruent
A polygon with 23 sides and 23 vertices.
The study of figures on a plane or on a space
A point at which a line segment or ray terminates.
How many sides and vertices does an undecagon have?
How many sides and vertices does an icosagon have?
A polygon with 12 sides and 12 vertices.
Points that lie on the same straight line.
a parallelogram with all four sides congruent
A polygon with 6 sides and 6 vertices.
An angle that measures greater than 90 degrees and less than 180 degrees.

Down

A line or ray that divides an angle into two equal parts.
Two angles whose sum is 90 degrees
A polygon with 19 sides and 19 vertices.
a trapezoid with congruent legs
A part of a line defined by two endpoints
A triangle where at least two sides are congruent
A polygon with 3 sides and 3 vertices.
A polygon with 7 sides and 7 vertices.
A polygon with 29 sides and 29 vertices.
a quadrilateral with two pairs of opposite sides that are parallel
A polygon where all interior angles are equal in measure.
A theorem that states that the sum of the interior angle measures of a convex polygon with n sides is (n-2)180 degrees
an angle with a measure of 90 degrees
The endpoint of a vector or segment, indicating its final position.
A theorem that states that the segment that joins the midpoints of two sides of a triangle is parallel to the third side and half as long
a rectangle with all four sides congruent
A polygon with 20 sides and 20 vertices.
A polygon where all interior angles are less than 180 degrees.
can be defined using undefined terms
Two angles that share a common vertex and a common side but do not overlap.
A theorem that states that the sum of the exterior angle measures, one angle at each vertex, of a convex polyygon is 360 degrees
A regular polygon is always ______
Two lines or line segments that never intersect and are always the same distance apart.
An angle that measures greater than 180 degrees and less than 360 degrees.
The point that divides a line segment into two equal parts.
Determines the direction of the angle
A polygon with 5 sides and 5 vertices.
How many sides and vertices does an icosatrigon have?
An angle that measures exactly 180 degrees.
Two nonadjacent angles formed by two intersecting lines
a closed plane figure consisting of four line segments or sides
A shape, line, or collection of points that represents a geometric object.
Indicates a location in space that has no size, width, length, or depth; it is represented by a dot.
a parallelogram with four right angles
A polygon with 17 sides and 17 vertices.
A unit of measurement for angles
A polygon that is both equiangular and equilateral.
Having the same shape and size.
The region outside a geometric figure or an angle formed by extending one side of a polygon.
A point where a line segment or ray begins or ends.
A polygon with 24 sides and 24 vertices.
A theorem that states that the median of a trapezoid is parallel to each base and its length is one-half the sum of the lengths and bases
Two angles sharing a common side and vertex but no interior points in common
A full rotation of 360 degrees
a quadrilateral with exactly one pair of opposite sides parallel
Vertices or sides of a polygon that are not adjacent.
Two angles whose sum is 180 degrees
How many sides and vertices does a tricontagon have?
An infinite set of points extending in both directions without end, having no thickness or width.
A polygon where all sides are equal in length.
A Statement that needs to be proven before being accepted
A line segment joining two nonconsecutive vertices of a polygon
A polygon with at least one interior angle greater than 180 degrees

100 Clues: A full rotation of 360 degrees • a trapezoid with congruent legs • Having the same shape and size. • A unit of measurement for angles • Two angles whose sum is 90 degrees • A regular polygon is always ______ • Points that lie on the same plane. • Two angles whose sum is 180 degrees • can be defined using undefined terms • Angles formed by a base and the legs • ...

Mathematics 9 2024-12-15

Across

Two lines, line segments, or rays that intersect to form a right angle
A closed figure formed by three or more line segments, called sides, that intersect only at their endpoints.
A polygon with 13 sides and 13 vertices
An angle that measures exactly 360°
A polygon with 8 sides and 8 vertices
The region outside a geometric figure or an angle formed by extending one side of a polygon
A polygon with 17 sides and 17 vertices
A polygon with 15 sides and 15 vertices
A part of a line defined by two endpoints
An infinite set of points extending in both directions without end
an angle with a measure of 90°
A angle that measures greater than 180° and less than 360°
A polygon with 11 sides and 11 vertices
A polygon with 18 sides and 18 vertices
a quadrilateral with two pairs of congruent and adjacent sides
A polygon that is both equiangular and equilateral
a line segment joining two nonconsecutive vertices of a polygon
Two lines or line segments that never intersect and are always the same distance apart
A polygon that is not equiangular or equilateral
A polygon with 5 sides and 5 vertices
angles formed by a base and the legs
A polygon with 19 sides and 19 vertices
The endpoint of a vector or segment, indicating its final position.
The starting point of a ray or vector.
A polygon with 3 sides and 3 vertices
a close plain figure consisting of four line segments or sides
a rectangle with all four sides congruent
The region inside a geometric figure or the space within the boundaries of a polygon or angle
two side sharing a common side and vertex but no interior points in common
Having the same shape and size
A polygon with 14 sides and 14 vertices
A polygon with 10 sides and 10 vertices
A polygon with 16 sides and 16 vertices

Down

two nonadjacent angles formed by two intersecting lines
A unit of measurement for angles
A polygon with 9 sides and 9 vertices
a parallelogram with four right angles
a quadrilateral with exactly one pair of opposite side parallel
A theorem that states that the sum of the interior angle measures of a convex polygon with n sides is (n-2)180 degrees
An angle that measures greater than 0° and less than 90°
A polygon with at least one interior angle greater than 180°
An angle that measures exactly 0°
two angles whose sum of the measurement is 90°
A polygon with 6 sides and 6 vertices
A theorem that states that the sum of the exterior angle measures, one angle at each vertex, of a convex polygon is 360 degrees
a quadrilateral with two pairs of opposite sides are parallel
Vertices or sides of a polygon that are not adjacent
the segment joining the midpoints of the legs
Indicates a location in space that has no size, width, length, or depth; it is represented by a dot.
A polygon with 20 sides and 20 vertices
a trapezoid with congruent legs
A flat, two-dimensional surface that extends infinitely in all directions and has no thickness.
A polygon where all interior angles are less than 180°
A figure formed by two rays sharing a common endpoint called the vertex.
elements that are adjacent or next to each other in sequence
two angles whose sum of the measures is 180°
An angle that measures exactly 180°
a parallelogram with all four sides congruent
A polygon with 12 sides and 12 vertices
The study of figures on a plane or on a space
An angle that measures greater than 90° and less than 180°
a statement that needs to be proven before being accepted
A polygon with 6 sides and 6 vertices

63 Clues: an angle with a measure of 90° • Having the same shape and size • a trapezoid with congruent legs • A unit of measurement for angles • An angle that measures exactly 0° • An angle that measures exactly 360° • An angle that measures exactly 180° • angles formed by a base and the legs • A polygon with 9 sides and 9 vertices • A polygon with 8 sides and 8 vertices • ...

Mathematics- Geometry 2024-12-15

Across

is a two-dimensional geometric figure that has a finite number of sides.
– An angle equal to 180 degrees.
– A polygon with fourteen sides and fourteen angles.
angles - two angles whose sum of the measures is 180°
- a closed plane figure consisting of four line segments or sides
- a quadrilateral with two pairs of congruent and adjacent sides
– A polygon with seven sides and seven angles.
angle - an angle with a measure of 90°
A polygon with at least one interior angle greater than 180 degrees.
– A polygon with ten sides and ten angles.
– A part of a line that starts at one point and extends infinitely in one direction.
Segment – A portion of a line between two points.
– A straight path extending infinitely in both directions.
- a statement that needs to be proven before being accepted
– A polygon with sixteen sides and sixteen angles.
– A polygon with fifteen sides and fifteen angles.
– A part of a line between two endpoints.
of a trapezoid - the segment joining the midpoints of the legs
– A polygon with nine sides and nine angles.
– A polygon with three sides
A polygon where all interior angles are less than 180 degrees.
- a quadrilateral with exactly one pair of opposite sides parallel
– A triangle with no equal sides.

Down

– A triangle with all sides equal.
- a parallelogram with all four sides congruent
– A polygon with four sides and four angles.
– A polygon with eleven sides and eleven angles.
- a rectangle with all four sides congruent
– A polygon with five sides and five angles.
– A polygon with twelve sides and twelve angles.
- a line segment joining two nonconsecutive vertices of a polygon
- a parallelogram with four right angles
– A polygon with eight sides and eight angles.
angles - two angles sharing a common side and vertex but no interior points in common base angles - angles formed by a base and the legs complementary angles - two angles whose sum of the measures is 90°
- a quadrilateral with two pairs of opposite sides that are parallel
– An angle greater than 180 degrees but less than 360 degrees.
angles - two nonadjacent angles formed by two intersecting lines
– A polygon with thirteen sides and thirteen angles.
– A polygon with six sides and six angles.
– An angle less than 90 degrees.
– A location in space with no dimensions.
– A flat surface extending infinitely in all directions.
– An angle greater than 90 degrees but less than 180 degrees.
– A polygon with seventeen sides and seventeen angles.
trapezoid - a trapezoid with congruent legs

45 Clues: – A polygon with three sides • – An angle equal to 180 degrees. • – An angle less than 90 degrees. • – A triangle with no equal sides. • – A triangle with all sides equal. • angle - an angle with a measure of 90° • - a parallelogram with four right angles • – A location in space with no dimensions. • – A part of a line between two endpoints. • ...

mathematics crossword 2024-12-15

Across

– A parallelogram with all four sides of equal length.
– A figure formed by two rays with a common endpoint (vertex).
– The bottom edge or side of a shape, often used to calculate area or height.
– The angles formed by the base of a triangle or trapezoid with the adjacent sides.
– A polygon with eight sides and eight angles.
– A precise location in space with no dimension.
– An angle greater than 90 degrees but less than 180 degrees.
– Two angles that add up to 180 degrees.
– A polygon with five sides and five angles.
– The external form or outline of an object or figure.
– A flat, two-dimensional surface extending infinitely in all directions.
– Two angles that share a common side and a common vertex.
– A polygon where all sides and angles are equal.
– A shape that has at least one interior angle greater than 180°, creating a "caved-in" appearance.
– A polygon with eleven sides and eleven angles.
– A straight one-dimensional figure that extends infinitely in both directions and has no thickness. A line is defined by two points and has infinite length.
– A straight edge of a polygon. The number of sides determines the type of polygon.
– A statement that has been proven based on previously established statements, axioms, or principles.
– An angle of 90 degrees.
Angles - The angles inside a quadrilateral, which always sum up to 360 degrees.
- any 2-dimensional shape formed with straight lines.
– A shape where all interior angles are less than 180°, and no part of the shape "caves in."
– A polygon with three sides and three angles.
– A triangle with at least two sides of equal length.

Down

– A polygon with six sides and six angles.
– A quadrilateral with one pair of parallel sides.
– A quadrilateral with four right angles.
(repeated) – An angle less than 90 degrees.
– A polygon with 12 sides and 12 angles.
– A shape or polygon that does not have all sides and angles equal.
– An angle less than 90 degrees.
– Refers to things that are across from each other, such as opposite sides or angles.
- is a quadrilateral in which the opposite sides are parallel and equal.
– A rectangle with all four sides of equal length.
– A type of bond in chemistry where atoms share electrons.
– Lines or planes that are always the same distance apart and never meet.
– The measure of the surface enclosed by a shape, typically in square units.
– Two shapes or figures that are identical in size and shape.
– Having the same value, quantity, or measure. In geometry, it often refers to sides, angles, or other quantities that are the same.
– A geometric shape or form, often referring to a polygon.
– A polygon with 9 sides and 9 angles.
– A point where two or more lines or edges meet, typically the corners of a polygon or solid.
– Describes a line or direction that is perpendicular to the horizon, forming a 90-degree angle with the ground.
– A line segment where two faces of a polyhedron meet, or the boundary of a shape.
– Line segments connecting non-adjacent vertices of a polygon or polyhedron.
– A quantity with both magnitude and direction, often represented as an arrow.

46 Clues: – An angle of 90 degrees. • – An angle less than 90 degrees. • – A polygon with 9 sides and 9 angles. • – A polygon with 12 sides and 12 angles. • – Two angles that add up to 180 degrees. • – A quadrilateral with four right angles. • – A polygon with six sides and six angles. • (repeated) – An angle less than 90 degrees. • – A polygon with five sides and five angles. • ...

Math-a-search 2023-06-28

Across

12 flat faced Polyhedron
Greek letter to denote angles
Father of Geometry
Shape of a sheet of paper
sin/cosine
Branch of mathematics dealing with variables
Father of Indian Mathematics

Down

Father of Mathematics
Branch of mathematics dealing with integrals and functions
What does 'd' mean in 3d?
Repeated Exponentiation

11 Clues: sin/cosine • Father of Geometry • Father of Mathematics • Repeated Exponentiation • 12 flat faced Polyhedron • What does 'd' mean in 3d? • Shape of a sheet of paper • Father of Indian Mathematics • Greek letter to denote angles • Branch of mathematics dealing with variables • Branch of mathematics dealing with integrals and functions

Mathematics 2022-10-04

Across

highest common factor of 96 and 404
a type of method to solve linear equations in 2 variable
a quadratic has ___ polynomial
If b^2-4ac > 0, then roots are
If b^2-4ac = 0, then roots are

Down

the ___ of 72,6 and 120 is 6
the coordinates are (0,0)
Graph of a quadratic equation is a
if the graphs of the linear equations in 2 variables intersect it has
Places where graph of quad. equation cuts the x axis gives the
b^2-4ac is called

11 Clues: b^2-4ac is called • the coordinates are (0,0) • the ___ of 72,6 and 120 is 6 • a quadratic has ___ polynomial • If b^2-4ac > 0, then roots are • If b^2-4ac = 0, then roots are • Graph of a quadratic equation is a • highest common factor of 96 and 404 • a type of method to solve linear equations in 2 variable • Places where graph of quad. equation cuts the x axis gives the • ...

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