mathematics Crossword Puzzles

Mathematics crosswords 2017-03-25

Across

A type of number that can be expressed as the ratio of two integers.
A point on a line segment that divides the segment into two congruent segments.
The sum of the lengths of the sides of a polygon.
The steepness of a line expressed as a ratio, using any two points on the line.
The number which, when multiplied times a particular fraction, gives a result of 1.
A type of natural number that is divisible by 2.
A type of numbers used to count.
The point on an angle where the two sides intersect.

Down

The middle number in a data set when the data are put in order.
Points that lie on the same line.
The ten symbols, 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9.
A positive angle measuring less than 90 degrees.
The value of a variable that makes an equation true.
The top part of a fraction.
A parallelogram with four equal sides.
In a data set, the sum of all the data points, divided by the number of data points; average.
The union of two rays with a common endpoint.
The distance from the center to a point on a circle.

18 Clues: The top part of a fraction. • A type of numbers used to count. • Points that lie on the same line. • A parallelogram with four equal sides. • The union of two rays with a common endpoint. • A positive angle measuring less than 90 degrees. • A type of natural number that is divisible by 2. • The sum of the lengths of the sides of a polygon. • ...

Mathematics 5 2020-10-12

Across

8+7=
8-6=
3+2=
7-3=
6+6=
6+4=
20-1=
4+3=

Down

8+8=
1+0=
7+7=
6+7=
6+5=
10+10=
9-6=
5+4=
3+3=
3+5=

18 Clues: 8+8= • 1+0= • 7+7= • 8+7= • 6+7= • 6+5= • 8-6= • 3+2= • 7-3= • 9-6= • 6+6= • 6+4= • 5+4= • 4+3= • 3+3= • 3+5= • 20-1= • 10+10=

Discrete Mathematics 2023-06-03

Across

diagram to describe poset
elements are related to each other
range of f is equal to codomain of f
declarative sentence which is either True or False
every pair of elements in the subset are related
neither Tautology nor contradiction
symmetric reflexive transitive relation
if and only if
graph with no cross edges

Down

path with every edge of graph exactly once
circuit containing every vertex exactly once except end vertex
nodes of same parent
group of vertices and edges
graph with direction
collection of distinct objects
minimal number required in graph coloring problem
diagram to represent set
group with commutative property

18 Clues: if and only if • nodes of same parent • graph with direction • diagram to represent set • diagram to describe poset • graph with no cross edges • group of vertices and edges • collection of distinct objects • group with commutative property • elements are related to each other • neither Tautology nor contradiction • range of f is equal to codomain of f • ...

Mathematics Crossword 2021-06-06

Across

In a _________ graph, all the points lie on the same straight line.
An assignment of values to the unknown variables that make the equality in the equation true.
Solve: Adding '14' to '5 times 'x' is '39'.
Very large numbers can be expressed in standard form using ________ exponents.
If a statement is a proportion, the cross products of a term are ________.
Axis which describes ranges of values of the chart.
Shows only one data series and is used to compare the sizes of each part to the whole.
Find the solution: {(2x/8) - 4} = {2 - (3x/4)}
A quadrilateral with the diagonals congruent.

Down

The diagonals of a rhombus and square are ___________.
Shows a trend in data over a period of time.
Every number has an exponent of _______.
When expressions are being multiplied with the same exponents, the ________ are multiplied.
Number of times an observation occurs in a given data.
If a point lies on x-axis, it's ________ is zero.
Shifting numbers from one side of the equation to the other, to find the solution.
Exponents that are ________ must be flipped to the other side of the fraction.
A quadrilateral with all properties of kite and parallelogram.

18 Clues: Every number has an exponent of _______. • Solve: Adding '14' to '5 times 'x' is '39'. • Shows a trend in data over a period of time. • A quadrilateral with the diagonals congruent. • Find the solution: {(2x/8) - 4} = {2 - (3x/4)} • If a point lies on x-axis, it's ________ is zero. • Axis which describes ranges of values of the chart. • ...

Mathematics Crossword 2021-03-11

Across

- is a circular statistical graph, which is divided into slices to illustrate numerical proportion.
- of a particular data value is the number of times the data value occurs.
graph - is a graph that uses lines to connect individual data points that display quantitive values over a specified time interval.
- is the average of the numbers.
- means to examine the difference between numbers.
- a data collection tool or list of questions used to gather information about an individual or group
- a (redacted) is a visual way to display frequency data using bars.
-a number that is an adjective that describes the numerical position of an object.
- refers to the sum of a group of values divided by n.
- a way of keeping count by drawing marks.

Down

- the study of mathematical structures that are countable or otherwise distinct and separable.
- a (Redacted) function is a function that does not have any abrupt changes in value.
- the study of approximation techniques for solving mathematical problems.
- data that can be divided into specific groups.
- refers to the use of numbers: any number (redacted) number can be used by its numerical value as an integer.
- demoting or relating to a value or quantifying lying at the midpoint of a frequency distribution.
- the most frequent number, that is the number that occurs the highest number of times.
- is a way of showing data using images.

18 Clues: - is the average of the numbers. • - is a way of showing data using images. • - a way of keeping count by drawing marks. • - data that can be divided into specific groups. • - means to examine the difference between numbers. • - refers to the sum of a group of values divided by n. • - a (redacted) is a visual way to display frequency data using bars. • ...

Greek letters 2024-02-24

Across

The seventh letter of the Greek alphabet. It is often used as a variable or parameter in mathematics and science.
The fourteenth letter of the Greek alphabet. It is commonly used to represent different concepts in mathematics, physics, and statistics, including random variables.
The sixteenth letter of the Greek alphabet. It is a well-known mathematical constant representing the ratio of a circle's circumference to its diameter. It is widely used in geometry, trigonometry, and calculus.
The eighth letter of the Greek alphabet. It is widely used to represent angles in mathematics and physics. It is also used to represent unknown or unspecified quantities or variables.
The third letter of the Greek alphabet. It is used to represent various concepts in mathematics, physics, and other scientific fields.
The eleventh letter of the Greek alphabet. It is used to represent different concepts in mathematics and science, such as eigenvalues and eigenfunctions.
The fourth letter of the Greek alphabet. It is often used to represent a difference or change between two quantities or variables.
The thirteenth letter of the Greek alphabet. It is used to represent different concepts in mathematics and physics, including the sample size in statistics.

Down

The tenth letter of the Greek alphabet. It is used to represent various concepts in different fields, including statistics and mathematics.
The ninth letter of the Greek alphabet. It is often used to represent a very small or insignificant quantity. It can also be used as a variable or parameter in mathematics and science.
The sixth letter of the Greek alphabet. It is used to represent various concepts in mathematics, physics, and other scientific fields.
The fifth letter of the Greek alphabet. It is commonly used to represent a small quantity or a small positive number that approaches zero.
The first letter of the Greek alphabet. It is commonly used to represent the first or initial value in a series or system.
The twelfth letter of the Greek alphabet. It is used to represent various quantities or concepts, such as the coefficient of friction in physics or the population mean in statistics.
The second letter of the Greek alphabet. It is often used to represent the second or secondary value in a series or system.

15 Clues: The seventh letter of the Greek alphabet. It is often used as a variable or parameter in mathematics and science. • The first letter of the Greek alphabet. It is commonly used to represent the first or initial value in a series or system. • ...

Mathematical Week 2024-03-15

Across

what is five times one?
the part of mathematics that studies spatial relationships
what is the last month of the year with 31 days
Another hexagon besides regular
what is the name of the word when you add the numbers together?
what math term is as correct and accurate as possible
what is eight times ten?
What people invented mathematics
what is 10 times 10?
what is 5 times four?
who is the father of mathematics

Down

what forms did Pythagoras theorize?
Initial name of zero?
What is the mathematical recipe for something
what is eight divided by two?
what unit is a hundredth of a meter?
what is ten times zero?
which number has six zeros in it?
inverse multiplication is the act of finding another product from the product
What is Pi,a rational or irrational number?
An image that can see in three dimensions

21 Clues: what is 10 times 10? • Initial name of zero? • what is 5 times four? • what is five times one? • what is ten times zero? • what is eight times ten? • what is eight divided by two? • Another hexagon besides regular • What people invented mathematics • who is the father of mathematics • which number has six zeros in it? • what forms did Pythagoras theorize? • ...

Famous black mathematician 2024-02-26

Famous black mathematician crossword puzzle

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

14 Clues: known as a “human computer.” • the second black to earn a PhD in mathematics • made significant contributions to game theory • American mathematician specializing in topology. • the third black woman to earn a PhD in mathematics • a self-educated mathematician, astronomer, and inventor. • a world-class American mathematician, mechanical engineer • ...

Gian-Carlo Rota (1932-1999) 2022-03-08

Gian-Carlo Rota (1932-1999) crossword puzzle

Across

University where Rota received a masters’ degree in 1954 and a Ph.D. in 1956, both in Mathematics
An award Rota won in 1996 that honored his work as an innovator and theorist responsible for popularizing the field of combinatorics
A paper Rota wrote that was pivotal in making combinatorics become a respected field and incorporating it into mainstream mathematics
Rota helped discover the modern theory of this field of Mathematics that uses polynomials to count combinatorial objects
Rota is said to have turned this field of mathematics into a mainstream and popular field today, and it is an area of mathematics primarily concerned with counting and certain properties of finite structures
Rota’s family had to flee to this country in 1946 to escape Mussolini’s fascist regime and death squads, which allowed him to continue his studies and become fluent in several languages
A field of mathematics that Rota researched that is concerned with properties of mathematical objects, especially polynomials, that are preserved by certain transformations.
Rota was passionate about and taught this field of philosophy, which studies the structures of experience and consciousness.
The last book Rota published before his death that discusses topics ranging from mathematics and philosophy to personal stories centering on the lives of mathematicians he had known.
Honors Rota held that were given to him by four universities: University of Strasbourg, University L’Aquila, University of Bologna, and Brooklyn Polytechnical University
An award Rota won in 1988 from the American Mathematical Society that praised his contribution to the field of combinatorics
An award Rota won from the National Security Agency in 1992 to recognize his accomplishments as an educator

Down

Viewed as his greatest editorial achievement, Rota became editor of this mathematical journal in 1961, and it was lauded as one of the most interesting and prestigious math journals ever
A type of associative algebra and one of his earliest discoveries; Rota built off of the work of Glen E. Baxter and found that one can prove identities in probability, q-series, and other areas by proving one overarching identity involving symmetric functions
City in Italy where Rota was born in 1932
In 1998, Rota was invited to present here by the American Mathematical Society, at a series of three lectures of increasing complexity presented each year by one of the world's most popular mathematicians
Spent most of his career working at this school (its abbreviation), where he worked in combinatorics, functional analysis, probability theory, and phenomenology
City in Massachusetts where Rota died in 1999
Father of Rota who was a civil engineer, architect, and prominent anti-facist
A field of mathematics that Rota researched during his masters and doctoral studies that focused on the study of vector spaces and linear functions defined on these spaces
Primary career Rota had throughout his life

21 Clues: City in Italy where Rota was born in 1932 • Primary career Rota had throughout his life • City in Massachusetts where Rota died in 1999 • Father of Rota who was a civil engineer, architect, and prominent anti-facist • University where Rota received a masters’ degree in 1954 and a Ph.D. in 1956, both in Mathematics • ...

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

WEEK 11: SPELLING WORDS 2023-12-05

WEEK 11: SPELLING WORDS crossword puzzle

Across

sweet fruit candy with juicy filling
in actual fact
in expression of reaching the end or conclusion
to separate
can be used to describe newer; not old
a machine which breaks up solids by pressing them
another word for completely or absolutely
to make even. example a scale
mathematics dealing with numbers

Down

the primary language of America
two curved lines that put information about a clause
an amount out of 100
an automated device causing a light to turn on and off rapidly
addition or adding in mathematics
a person who shows people to their seats
the action of take away in mathematics
4x10
each of a pair of marks [ ] used to enclose words or figures so as to separate them from the context.
an even 50/50
in the nearby area

20 Clues: 4x10 • to separate • an even 50/50 • in actual fact • in the nearby area • an amount out of 100 • to make even. example a scale • the primary language of America • mathematics dealing with numbers • addition or adding in mathematics • sweet fruit candy with juicy filling • the action of take away in mathematics • can be used to describe newer; not old • ...

facts 2023-05-11

Across

of or concerning the people as a whole.
Has a trunk
Man's best friend
Large marsupial
a fictitious prose narrative of book length, typically representing character and action with some degree of realism.
Flying mammal
the body of words used in a particular language.

Down

one's grandmother.
is the abstract science of number, quantity, and space. Mathematics may be studied in its own right ( pure mathematics ), or as it is applied to other disciplines such as physics and engineering ( applied mathematics ).
at a lower level or layer than
a state of armed conflict between different nations or states or different groups within a nation or state.
of a group of people or things having similar characteristics.
Likes to chase mice
is one's grandmother.
a form of team game played in North America with an oval ball on a field marked out as a gridiron.

15 Clues: Has a trunk • Flying mammal • Large marsupial • Man's best friend • one's grandmother. • Likes to chase mice • is one's grandmother. • at a lower level or layer than • of or concerning the people as a whole. • the body of words used in a particular language. • of a group of people or things having similar characteristics. • ...

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Gian-Carlo Rota (1932-1999) 2022-03-08

Across

University where Rota received a masters’ degree in 1954 and a Ph.D. in 1956, both in Mathematics
An award Rota won in 1996 that honored his work as an innovator and theorist responsible for popularizing the field of combinatorics
A paper Rota wrote that was pivotal in making combinatorics become a respected field and incorporating it into mainstream mathematics
Rota helped discover the modern theory of this field of Mathematics that uses polynomials to count combinatorial objects
Rota is said to have turned this field of mathematics into a mainstream and popular field today, and it is an area of mathematics primarily concerned with counting and certain properties of finite structures
Rota’s family had to flee to this country in 1946 to escape Mussolini’s fascist regime and death squads, which allowed him to continue his studies and become fluent in several languages
A field of mathematics that Rota researched that is concerned with properties of mathematical objects, especially polynomials, that are preserved by certain transformations.
Rota was passionate about and taught this field of philosophy, which studies the structures of experience and consciousness.
The last book Rota published before his death that discusses topics ranging from mathematics and philosophy to personal stories centering on the lives of mathematicians he had known.
Honors Rota held that were given to him by four universities: University of Strasbourg, University L’Aquila, University of Bologna, and Brooklyn Polytechnical University
An award Rota won in 1988 from the American Mathematical Society that praised his contribution to the field of combinatorics
An award Rota won from the National Security Agency in 1992 to recognize his accomplishments as an educator

Down

Viewed as his greatest editorial achievement, Rota became editor of this mathematical journal in 1961, and it was lauded as one of the most interesting and prestigious math journals ever
A type of associative algebra and one of his earliest discoveries; Rota built off of the work of Glen E. Baxter and found that one can prove identities in probability, q-series, and other areas by proving one overarching identity involving symmetric functions
City in Italy where Rota was born in 1932
In 1998, Rota was invited to present here by the American Mathematical Society, at a series of three lectures of increasing complexity presented each year by one of the world's most popular mathematicians
Spent most of his career working at this school (its abbreviation), where he worked in combinatorics, functional analysis, probability theory, and phenomenology
City in Massachusetts where Rota died in 1999
Father of Rota who was a civil engineer, architect, and prominent anti-facist
A field of mathematics that Rota researched during his masters and doctoral studies that focused on the study of vector spaces and linear functions defined on these spaces
Primary career Rota had throughout his life

Mathematics 2017-02-12

Across

Polynomial with two terms
an expression that contains one or more rational Expressions
number raises to three
getting factors of a given number
Polynomial with three terms

Down

numerator is higher than denominator
number raises to two
numbers that are being multiplied getting factors of a given number
Polynomial with one term
Also called as Multiplicative Inverse

10 Clues: number raises to two • number raises to three • Polynomial with one term • Polynomial with two terms • Polynomial with three terms • getting factors of a given number • numerator is higher than denominator • Also called as Multiplicative Inverse • an expression that contains one or more rational Expressions • ...

Mathematics 2018-05-31

Across

Number
Root
Lines
Angles
Lines

Down

Theorem
Property
angle angle
equation equation
angle angle
Numbers

11 Clues: Root • Lines • Lines • Number • Angles • Theorem • Numbers • Property • equation equation • angle angle • angle angle

Mathematics 2020-12-20

Across

has infinately many solutions
the quadrilateral formed by joining the mid points of the sides of a quadrilateral
diagonals bisect each other and are equal and vice versa
an algebric expression consisting of variables,constants and algebric operations
collection of all points in a plane,which are equidistant from a fixed point in the plane
if two sides and the included side of one triangle are equal to the other then the triangles are congruent by

Down

is a polynomial of degree 3
the coordinate axes divide the plane into 4 parts called
of an event lies between 0 and 1
if the sum of pair of opposite angles in a quadrilateral is 180 then the quadrilateral is

10 Clues: is a polynomial of degree 3 • has infinately many solutions • of an event lies between 0 and 1 • the coordinate axes divide the plane into 4 parts called • diagonals bisect each other and are equal and vice versa • an algebric expression consisting of variables,constants and algebric operations • ...

Mathematics 2021-05-26

Across

the method of substituting value of one variable by expressing it in terms of the other variable to solve the pair of linear equations.
the method of removing one variable from an equation.
the fixed number being added to the preceding term.
the most prominent mathematician most famous for his work in geometry.
the system of a pair of equations when they intersect at a point.

Down

a polynomial of a degree 2.
the system of a pair of equations which are parallel to each other.
a list of numbers obtained by adding a fixed number to the preceding terms.
a plane curve generated by a point moving so that its distance from a fixed point is equal to its distance from a fixed line.
another term for the numbers whose decimal expansion is recurring.

10 Clues: a polynomial of a degree 2. • the fixed number being added to the preceding term. • the method of removing one variable from an equation. • the system of a pair of equations when they intersect at a point. • another term for the numbers whose decimal expansion is recurring. • the system of a pair of equations which are parallel to each other. • ...

Mathematics 2021-12-22

Across

an expression consist in of numbers and variables grouped according to certain patterns.
mathematical statement containing one or more derivatives - that is, terms representing the rates of change of continuously varying quantities.
is used in vector calculus and differential geometry.
is an ordered list of numbers in which each term after the first is found by multiplying the previous one by a constant called r the common ratio.

Down

the act of converging and especially moving toward union or uniformity.
is a collection of real numbers that can be determined by multiplying the reciprocals of an arithmetic progression that doesn't contain zero.
a simple method for indicating the sum of a finite (ending) number of terms in a sequence.
the opposite of derivatives
a three-dimensional surface whose equation.
sequence is a grouping of numbers in a specific order with a clear starting point and stopping point.

10 Clues: the opposite of derivatives • a three-dimensional surface whose equation. • is used in vector calculus and differential geometry. • the act of converging and especially moving toward union or uniformity. • an expression consist in of numbers and variables grouped according to certain patterns. • ...

Mathematics 2022-06-10

Across

3x+4y+5z is
In (0,6), 6 is
9x is
3xyz is

Down

algebraic expression along with mathematical operators
In (8,12), 8 is
Pi
0.1414... is
Rational numbers are
√64 is

10 Clues: Pi • 9x is • √64 is • 3xyz is • 3x+4y+5z is • 0.1414... is • In (0,6), 6 is • In (8,12), 8 is • Rational numbers are • algebraic expression along with mathematical operators

Mathematics 2022-02-12

Across

Polynomial of 3 terms
A quadrilateral with both pairs of opposite side parallel
Highest power of a polynomial

Down

A quadrilateral formed by joining mid points of sides of a rectangle
Longest chord of a circle
A solid whose volume is lbh
Collection of all points equidistant from a fixed point in a plane
Capacity of a solid
Collection of some outcomes of the experiment
Region between an arc and two radii

10 Clues: Capacity of a solid • Polynomial of 3 terms • Longest chord of a circle • A solid whose volume is lbh • Highest power of a polynomial • Region between an arc and two radii • Collection of some outcomes of the experiment • A quadrilateral with both pairs of opposite side parallel • Collection of all points equidistant from a fixed point in a plane • ...

Mathematics 2021-05-05

Across

I look like an egg
I am 9,I am holding which place in 5,980?
I tell the last number
I am one more than the number of players in a cricket team.
I am a line full of numbers

Down

I am collection of different place values
I help you to combine numbers
I tell the next number
I am double of 3
I am the second place

10 Clues: I am double of 3 • I look like an egg • I am the second place • I tell the next number • I tell the last number • I am a line full of numbers • I help you to combine numbers • I am collection of different place values • I am 9,I am holding which place in 5,980? • I am one more than the number of players in a cricket team.

Mathematics 2022-10-20

Across

A set with no elements.
A positive or negative whole number (including zero).
For two sets, all the elements that are in both sets.
An individual member of a set.

Down

A set whose elements are all also elements of a larger set.
A set containing the elements in a universal set, but not in the set under consideration.
A set with a fixed number of elements.
For two sets, all the elements in each set or both sets.
Two sets with no elements in common.
A set from which all other sets will be taken.

10 Clues: A set with no elements. • An individual member of a set. • Two sets with no elements in common. • A set with a fixed number of elements. • A set from which all other sets will be taken. • A positive or negative whole number (including zero). • For two sets, all the elements that are in both sets. • For two sets, all the elements in each set or both sets. • ...

MATHEMATICS 2023-09-14

Across

The point where the three medians of a triangle intersect
The highest power of a variable in a polynomial
The point where the perpendicular bisectors of a triangle's sides intersect
Number of point of contacts formed in a circle if 2 tangents pass through the same circle
A polynomial with three terms
The result of dividing a nonzero integer by zero

Down

An expression in algebra that contains only numbers, variables, and operators
The region enclosed by two radii and the arc between them in a circle
A line segment that touches a circle at just one point
The term used to describe a sequence of numbers where the difference between any two consecutive terms is the same

10 Clues: A polynomial with three terms • The highest power of a variable in a polynomial • The result of dividing a nonzero integer by zero • A line segment that touches a circle at just one point • The point where the three medians of a triangle intersect • The region enclosed by two radii and the arc between them in a circle • ...

Mathematics 2020-11-01

Across

The square root of 196
The inventor of the digit 0
A proven statement used for proving another statement
A series of well defined steps which gives a procedure for solving a type of problem
One of four sections on a Cartesian plane

Down

The number with no value
The numbers which can be denoted by a fraction or part of a whole number
HCF of 65 and 117
A straight line from the centre to the circumference or a circle
The father of mathematics

10 Clues: HCF of 65 and 117 • The square root of 196 • The number with no value • The father of mathematics • The inventor of the digit 0 • One of four sections on a Cartesian plane • A proven statement used for proving another statement • A straight line from the centre to the circumference or a circle • The numbers which can be denoted by a fraction or part of a whole number • ...

Mathematics 2024-04-22

Across

repeated process
Special case of legendres equation
second part of the solution of DE
first part of solution of DE
process of applying integration for product of two functions
visualization of functions and solution

Down

Conditional valued problem
Macluarin series derived from this
time domain to frequency domain
second shifting property of laplace

10 Clues: repeated process • Conditional valued problem • first part of solution of DE • time domain to frequency domain • second part of the solution of DE • Macluarin series derived from this • Special case of legendres equation • second shifting property of laplace • visualization of functions and solution • process of applying integration for product of two functions

Mathematics 2024-04-22

Across

repeated process
Special case of legendres equation
second part of the solution of DE
first part of solution of DE
process of applying integration for product of two functions
visualization of functions and solution

Down

Conditional valued problem
Macluarin series derived from this
time domain to frequency domain
second shifting property of laplace

Mathematics 2024-07-13

Across

The fourth multiple of 5 is _______.
Numbers that have more than two factors are called _______ numbers.
Pairs of numbers that have only 1 as their common factor are called ______ numbers.
Numbers with exactly two factors, 1 and the number itself are called ______ numbers.
A number is divisible by 8 if the number formed by the last _____ digits is divisible by 8.
________ rules are applied to a number to check whether the given number is divisible by a particular number or not.

Down

_____ is the only even prime number.
Two prime numbers whose difference is 2 are called _________ numbers.
The smallest prime number between 8 and 20 is _______.
The second common multiple of 3 and 5 is _______.

10 Clues: The fourth multiple of 5 is _______. • _____ is the only even prime number. • The second common multiple of 3 and 5 is _______. • The smallest prime number between 8 and 20 is _______. • Numbers that have more than two factors are called _______ numbers. • Two prime numbers whose difference is 2 are called _________ numbers. • ...

Mathematics 2025-02-22

Across

Types of triangle
Group of related numbers
Six sided figure
Height times width

Down

The trace of moving point
Decimal dot
Nine is_____ ten
Line of graph
Multiplication term
Number of sides in square

10 Clues: Decimal dot • Line of graph • Nine is_____ ten • Six sided figure • Types of triangle • Height times width • Multiplication term • Group of related numbers • The trace of moving point • Number of sides in square

Mathematics 2025-10-23

Across

一组数据中出现次数最多的数值
事件A在事件B已经发生的条件下发生的概率，表示为P(A|B)
动量的变化量
在统计中，数据最大值与最小值的差称之为？
从正北方开始，沿顺时针旋转的角度

Down

样本中所有数值由小到大排列后位于中间位置的值
完成一次完整运动所需要的时间
描述数据与平均值之间的偏离程度
速度的变化率
样本中所有数值由小到大排列4等份后，位于25%分割点的值

10 Clues: 速度的变化率 • 动量的变化量 • 完成一次完整运动所需要的时间 • 一组数据中出现次数最多的数值 • 描述数据与平均值之间的偏离程度 • 从正北方开始，沿顺时针旋转的角度 • 在统计中，数据最大值与最小值的差称之为？ • 样本中所有数值由小到大排列后位于中间位置的值 • 样本中所有数值由小到大排列4等份后，位于25%分割点的值 • 事件A在事件B已经发生的条件下发生的概率，表示为P(A|B)

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

Famous black mathematician 2024-02-26

Across

the second black to earn a PhD in mathematics
Yale University, On Laguerre series in the complex domain
who made significant contributions to the field of numerical analysis
the first African American woman to earn a Ph. D. in mathematics
the third black woman to earn a PhD in mathematics
was instrumental in John Glenn's orbit around the moon in 1962.
an educator and mathematician the bulk of whose career was spent at Spelman College

Down

Mathematician, sociologist, columnist, essayist and scholar
a world-class American mathematician, mechanical engineer
made significant contributions to game theory
American mathematician specializing in topology.
known as a “human computer.”
the first African American to earn a Ph. D. in mathematics.
a self-educated mathematician, astronomer, and inventor.

All about me 2013-02-27

Across

Number of pets
School I attend
MindStorms
Something I think about a lot
A very advanced function in Mathematics
Best Birthday present ever and used to look at the stars
My age
One of the things I like to collect also currency

Down

Hardest substance on Earth
Something extremely advanced in mathematics clue Calculus
Great for making explosions virtually anyway
The thing I like to use while riding
My favourite computer game

13 Clues: My age • MindStorms • Number of pets • School I attend • Hardest substance on Earth • My favourite computer game • Something I think about a lot • The thing I like to use while riding • A very advanced function in Mathematics • Great for making explosions virtually anyway • One of the things I like to collect also currency • Best Birthday present ever and used to look at the stars • ...

Mathematics Crossword 2013-07-31

Across

fraction A fraction that contains a fraction or fractions in the numerator and/or denominator.
number The square root of a negative number.
The smallest multiple that is common to two or more numbers.
inverse The opposite of a number or its negative. A number plus its additive inverse equals 0.
Exactly the same. Identical in regard to size and shape.
A group of objects, numbers, etc
A curve or geometric figure, each part of which has the same statistical character as the whole.
A collection of things in which the order does not matter
pair Any pair of elements (x,y) where the first element is x and the second element is y. These are used to identify or plot points on coordinate graphs.

Down

Theorem A formula for finding any power of a binomial without multiplying at length.
coordinates Ordered number pairs that are assigned to points on a plane.
The product of all positive integers less than or equal to n
All possible arrangements of a collection of things where the order is not important.
The largest factor that is common to two or more numbers.
notation To point out the place value of a digit by writing the number as the digit times its place value.
The branch of mathematics that deals with the finding and properties of derivatives and integrals of functions.
The average of a number of items in a group

17 Clues: A group of objects, numbers, etc • The average of a number of items in a group • number The square root of a negative number. • Exactly the same. Identical in regard to size and shape. • The largest factor that is common to two or more numbers. • A collection of things in which the order does not matter • The product of all positive integers less than or equal to n • ...

mathematics terms 2025-11-27

Across

Represents part of a whole.
Multiple of 2.
Study of shapes.
Comparison of two quantities.
Space in a 3D object.
Formed by two rays.
3D object with equal edges.
Branch of math involving variables
Shows data visually.

Down

Shape with 4 equal sides.
Whole numbers and negatives.
Straight path with no endpoints.
3‑sided polygon.
Length × width.
Result of addition.
Not divisible by 2.
Uses base ten place values.
Space inside a shape.

18 Clues: Multiple of 2. • Length × width. • Study of shapes. • 3‑sided polygon. • Result of addition. • Not divisible by 2. • Formed by two rays. • Shows data visually. • Space in a 3D object. • Space inside a shape. • Shape with 4 equal sides. • Represents part of a whole. • Uses base ten place values. • 3D object with equal edges. • Whole numbers and negatives. • Comparison of two quantities. • ...

Blah blah 2019-10-01

Across

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

Down

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

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

The Muslim contribution to Mathematics 2024-03-05

The Muslim contribution to Mathematics crossword puzzle

Across

The method, process or study of adding, subtracting, multiplying and dividing numbers.
Nothing
The practical application of science and mathematics, as in the design and construction of machines, vehicles, structures, roads and systems.
An expression or a proposition in mathematics or logic, stating that two quantities are equal.
A person of great learning.
The science that deals with the moon, planets, stars and the universe beyond earth.

Down

A geometric figure with four sides.
A system of knowledge about the physical world.
The systematic study of numbers and the relations between quantities expressed by symbols.
A follower of Islam.
A group or collection of general statements that together as principles explain some fact or group of facts.
The study of the truths and principles of existence, knowledge and conduct.
The branch of mathematics that deals with general statements of relations, and uses letters and other symbols to represent numbers or values.
The branch of mathematics that deals with the properties, measurement, and relationships of points, lines, angles, and shapes in space by means of certain assumed properties of space.

14 Clues: Nothing • A follower of Islam. • A person of great learning. • A geometric figure with four sides. • A system of knowledge about the physical world. • The study of the truths and principles of existence, knowledge and conduct. • The science that deals with the moon, planets, stars and the universe beyond earth. • ...

Black History Month Crossword 2024-02-27

Black History Month Crossword crossword puzzle

Across

15th African American woman to get a PhD in mathematcs
First Sfrican American to get a PhD in mathematics
Fourth African-American to get a PhD in mathematics
First African-American college professor

Down

Served as the chair of the Clark College Mathematics department
9th African American to get a PhD in mathematics
Mathematician and aerospace engineer who helped to understand sonic booms
Second African-American to earn a PhD in mathematics
Nuclear Scientist and mathematician
African-American mathematician and aerospace engineer

10 Clues: Nuclear Scientist and mathematician • First African-American college professor • 9th African American to get a PhD in mathematics • First Sfrican American to get a PhD in mathematics • Fourth African-American to get a PhD in mathematics • Second African-American to earn a PhD in mathematics • African-American mathematician and aerospace engineer • ...

Gian-Carlo Rota (1932-1999) 2022-03-08

Across

University where Rota received a masters’ degree in 1954 and a Ph.D. in 1956, both in Mathematics
An award Rota won in 1996 that honored his work as an innovator and theorist responsible for popularizing the field of combinatorics
A paper Rota wrote that was pivotal in making combinatorics become a respected field and incorporating it into mainstream mathematics
Rota helped discover the modern theory of this field of Mathematics that uses polynomials to count combinatorial objects
Rota is said to have turned this field of mathematics into a mainstream and popular field today, and it is an area of mathematics primarily concerned with counting and certain properties of finite structures
Rota’s family had to flee to this country in 1946 to escape Mussolini’s fascist regime and death squads, which allowed him to continue his studies and become fluent in several languages
A field of mathematics that Rota researched that is concerned with properties of mathematical objects, especially polynomials, that are preserved by certain transformations.
Rota was passionate about and taught this field of philosophy, which studies the structures of experience and consciousness.
The last book Rota published before his death that discusses topics ranging from mathematics and philosophy to personal stories centering on the lives of mathematicians he had known.
Honors Rota held that were given to him by four universities: University of Strasbourg, University L’Aquila, University of Bologna, and Brooklyn Polytechnical University
An award Rota won in 1988 from the American Mathematical Society that praised his contribution to the field of combinatorics
An award Rota won from the National Security Agency in 1992 to recognize his accomplishments as an educator

Down

Viewed as his greatest editorial achievement, Rota became editor of this mathematical journal in 1961, and it was lauded as one of the most interesting and prestigious math journals ever
A type of associative algebra and one of his earliest discoveries; Rota built off of the work of Glen E. Baxter and found that one can prove identities in probability, q-series, and other areas by proving one overarching identity involving symmetric functions
City in Italy where Rota was born in 1932
In 1998, Rota was invited to present here by the American Mathematical Society, at a series of three lectures of increasing complexity presented each year by one of the world's most popular mathematicians
Spent most of his career working at this school (its abbreviation), where he worked in combinatorics, functional analysis, probability theory, and phenomenology
City in Massachusetts where Rota died in 1999
Father of Rota who was a civil engineer, architect, and prominent anti-facist
A field of mathematics that Rota researched during his masters and doctoral studies that focused on the study of vector spaces and linear functions defined on these spaces
Primary career Rota had throughout his life

Mathematics 2017-03-02

Across

an ideal 2D figure
it is the ratio of the length of the side that is opposite that angle to the hypotenuse
There are two braches of geometry:stereometry and...
...is a branch of mathematics that studies relationships involving lengths and angles of triangles
... is the study of mathematical symbols and the rules for manipulating these symbols

Down

3D square
is the part of the quadratic formula that equals b^2-4ac
C/0=...
... is the inverse operation to exponentiation.
a mathematician, in honor of whom the theory of the right triangles was called

10 Clues: C/0=... • 3D square • an ideal 2D figure • ... is the inverse operation to exponentiation. • There are two braches of geometry:stereometry and... • is the part of the quadratic formula that equals b^2-4ac • a mathematician, in honor of whom the theory of the right triangles was called • ...

Mathematics 2021-12-10

Across

mathematics a power series (in on variable) is an infinite of the form
the sequence of the number of integers converted to the square of the volume of the numbers
is a sequence formed out of numbers
the differential of a derivative integral function is equal to the integral expression
it is the opposite of finding the derivative
depends only on the shape of the function f(x) and the boundaries of the integral and doesn't depend on the integration variable

Down

in mathematics of a function variables is its derivative with the others held constant
in mathematics a sequence is enumerated collection
objects in which repetitions are allowed and order matters
the oncept of series is central to the numbers series in many exams

10 Clues: is a sequence formed out of numbers • it is the opposite of finding the derivative • in mathematics a sequence is enumerated collection • objects in which repetitions are allowed and order matters • the oncept of series is central to the numbers series in many exams • mathematics a power series (in on variable) is an infinite of the form • ...

Mathematics 2021-12-22

Across

an expression consist in of numbers and variables grouped according to certain patterns.
mathematical statement containing one or more derivatives - that is, terms representing the rates of change of continuously varying quantities.
is used in vector calculus and differential geometry.
is an ordered list of numbers in which each term after the first is found by multiplying the previous one by a constant called r the common ratio.

Down

the act of converging and especially moving toward union or uniformity.
is a collection of real numbers that can be determined by multiplying the reciprocals of an arithmetic progression that doesn't contain zero.
a simple method for indicating the sum of a finite (ending) number of terms in a sequence.
the opposite of derivatives
a three-dimensional surface whose equation.
sequence is a grouping of numbers in a specific order with a clear starting point and stopping point.

Mathematics 2020-06-28

Across

Point where two lines meet
Answer when 10 and 100 are multiplied
Instrument for measuring angles
Angle between 91 degrees and 179 degrees
Exact 90 degree angle
When two lines meet

Down

Answer when we subtract two numbers
Angles are measured in it
Two rays
Name of 129 degree angle

10 Clues: Two rays • When two lines meet • Exact 90 degree angle • Name of 129 degree angle • Angles are measured in it • Point where two lines meet • Instrument for measuring angles • Answer when we subtract two numbers • Answer when 10 and 100 are multiplied • Angle between 91 degrees and 179 degrees

Mathematics 2022-04-13

Across

What every number is divisible by
Length times width, for a rectangle
Positive numbers, negative numbers and zero.
They may by parallel or perpendicular.
They´re found by adding several quantities
Grouping represented Venn diagram.

Down

Three-dimensional geometric figure.
90° intersection of lines
than (what "<" means in math)
Tool used to draw circles

10 Clues: 90° intersection of lines • Tool used to draw circles • than (what "<" means in math) • What every number is divisible by • Grouping represented Venn diagram. • Three-dimensional geometric figure. • Length times width, for a rectangle • They may by parallel or perpendicular. • They´re found by adding several quantities • Positive numbers, negative numbers and zero.

MATHEMATICS 2013-03-06

Across

Is the result or answer of multiplying the multiplicand by the multiplier.
A math expression with two numbers placed above and below a division line indicating the number of divisions or portions and the size of each division or portion.
splitting into equal parts or groups. It is the result of "fair sharing".
A mathematical operation that indicates how many times a number is added to itself.
Is finding the total, or sum, by combining two or more numbers.

Down

Mathematical operation that is taking one number away from another.
Any integer that can be divided exactly by 2 (e.g. 2,4,6,8)
The bottom number in a fraction.
A point or dot used to separate the whole number part from the fractional part of a number.
Any integer that CANNOT be divided exactly by 2 (e.g. 1,3,5,7)

10 Clues: The bottom number in a fraction. • Any integer that can be divided exactly by 2 (e.g. 2,4,6,8) • Any integer that CANNOT be divided exactly by 2 (e.g. 1,3,5,7) • Is finding the total, or sum, by combining two or more numbers. • Mathematical operation that is taking one number away from another. • ...

~ Mathematics ~ 2014-09-17

Across

A shape with an angle sum of 180 degrees
An angle that is less than 90 degrees
The distance across a circle
An angle that is greater then 90 degrees

Down

An equation or expression which includes both numerals and pronumerals
The area around a circle
An angle that is greater than 180 degrees
The distance from the centre of a circle to the edge
A shape with four equal sides
A shape that contains 10 sides

10 Clues: The area around a circle • The distance across a circle • A shape with four equal sides • A shape that contains 10 sides • An angle that is less than 90 degrees • A shape with an angle sum of 180 degrees • An angle that is greater then 90 degrees • An angle that is greater than 180 degrees • The distance from the centre of a circle to the edge • ...

Mathematics 2023-03-10

Across

the 3D form of triangle
angle less than 90 degree
the reduction given to the sales price of a thing or an object
the number before a variable is termed as
a unit for measuring larger distance

Down

a unit for measuring larger quantities of liquids
combination of maths and English
the 3D form of rectangle
the unit of measurement we have in a daily using stationery scale
it is a term which includes both positive and negative numbers

10 Clues: the 3D form of triangle • the 3D form of rectangle • angle less than 90 degree • combination of maths and English • a unit for measuring larger distance • the number before a variable is termed as • a unit for measuring larger quantities of liquids • it is a term which includes both positive and negative numbers • ...

Mathematics 2023-01-30

Across

A triangle where one angle measures 90 degree
Triangle with all sides equal
All the angles are Less than 90 of Triange
Geometrical figure with Six sides
Geometrical shape with all four sides equal
Sum of even number is always

Down

Triangle with two sides equal
Opposite of thie geometrical figure are equal
Geometrical figure with five sides
Triangle with none of the side equal

10 Clues: Sum of even number is always • Triangle with two sides equal • Triangle with all sides equal • Geometrical figure with Six sides • Geometrical figure with five sides • Triangle with none of the side equal • All the angles are Less than 90 of Triange • Geometrical shape with all four sides equal • A triangle where one angle measures 90 degree • ...

Mathematics 2023-06-25

Across

A geometric shape consisting of all points in a plane that are equidistant from a fixed center point.
A reference line used in a coordinate system, such as the x-axis or y-axis, to locate points and represent values.
The process of determining the size, quantity, or extent of an object or event using standard units such as inches, centimeters, seconds, etc.
A mathematical function that can be expressed as a polynomial equation, where the variable is raised to non-negative integer exponents and multiplied by coefficients.
A shortcut method used to divide a polynomial by a linear factor, making the process quicker and easier compared to long division.
A sequence of numbers in which each term is obtained by multiplying the previous term by a constant ratio or factor.
A geometric figure formed by two rays or lines that share a common endpoint, known as the vertex.

Down

A sequence of numbers in which each term is obtained by adding a constant difference to the previous term.
The process of representing data, equations, or functions visually on a graph using axes and coordinates.
A method of dividing two numbers that involves dividing the digits of the dividend (the number being divided) by the divisor (the number by which we divide) and determining the quotient and remainder.

10 Clues: A geometric figure formed by two rays or lines that share a common endpoint, known as the vertex. • A geometric shape consisting of all points in a plane that are equidistant from a fixed center point. • The process of representing data, equations, or functions visually on a graph using axes and coordinates. • ...

Mathematics 2023-09-11

Across

can be expressed by p/q where q is not equal to 0
the method of expressing large numbers in terms of powers
also called the x axis
algebraic expressions that consist of variables and coefficients

Down

an alphabet or term that represents an unknown number, value or quantity
a straight line touching circles at only one point
b square - 4ac
also called the y axis
cannot be expressed by the ratio of two integers
a part of the circle made of arc of the circle along with its two radii

10 Clues: b square - 4ac • also called the y axis • also called the x axis • cannot be expressed by the ratio of two integers • can be expressed by p/q where q is not equal to 0 • a straight line touching circles at only one point • the method of expressing large numbers in terms of powers • algebraic expressions that consist of variables and coefficients • ...

mathematics 2023-09-03

Across

jumlah suku ke-n pertama dari suku-suku barisan geometri disebut?
angka kemiringan grafik yaitu kemiringan terhadap sumbu x positif disebut?
k=1+3,3 log n adalah rumus yang digunakan untuk mencari?
bilangan yang hasil bagi antar dua suku berurutan nya selalu sama disebut?

Down

bentuk-bentuk penjumlahan kontinu yang merupakan kebalikan turunan disebut?
pembagian data menjadi sepuluh bagian yang sama besar disebut?
data pengamatan yang paling sering muncul di keseluruhan data disebut?
suatu nilai yang membagi data menjadi dua bagian yang sama banyak disebut?
lambang bilangan rasional yang ber penyebut seratus adalah?
jumlah semua nilai pengamatan dibandingkan dengan banyaknya pengamatan disebut?

10 Clues: k=1+3,3 log n adalah rumus yang digunakan untuk mencari? • lambang bilangan rasional yang ber penyebut seratus adalah? • pembagian data menjadi sepuluh bagian yang sama besar disebut? • jumlah suku ke-n pertama dari suku-suku barisan geometri disebut? • data pengamatan yang paling sering muncul di keseluruhan data disebut? • ...

MATHEMATICS 2024-04-05

Across

More or less correct or exact
Coming together to form a right angle
The branch of mathematics that deals with the measuring of lines, angles, surfaces, and solids
The branch of mathematics that deals with adding, subtracting, multiplying, and dividing

Down

An approximate answer
Referring to lines that never intersect
The distance around a polygon
The product of the number multiplied by a whole number
A figure with eight sides
The distance around a circle

10 Clues: An approximate answer • A figure with eight sides • The distance around a circle • More or less correct or exact • The distance around a polygon • Coming together to form a right angle • Referring to lines that never intersect • The product of the number multiplied by a whole number • The branch of mathematics that deals with adding, subtracting, multiplying, and dividing • ...

Mathematics 2024-09-13

Across

= Kubus memiliki 8 buah titik sudut yang berbentuk.....
= Diketahui sebuah kubus memiliki rusuk hang panjangnya 15 cm. Hitunglah luas permukaan kubus tersebut!
= Tuliskan rumus dari luas permukaan kubus!
= Diketahui sebuah kubus memiliki rusuk yang panjangnya 7 cm. Hitunglah volume kubus tersebut!
= Diketahui sebuah kubus memiliki rusuk yang panjangnya 16 cm. Hitunglah volume kubus tersebut!

Down

= Semua sisi kubus memiliki ukuran serta.......yang sama
= Diketahui sebuah kubus memiliki rusuk yang panjangnya 15 cm. Hitunglah volume kubus tersebut!
= Diketahui sebuah kubus memiliki rusuk yang panjangnya 11 cm. Hitunglah volume dari kubus tersebut!
= Diketahui sebuah kubus keliling alasnya 76 cm. Hitunglah volume kubus tersebut!
= Diketahui sebuah kubus memiliki rusuk yang panjangnya 8 cm. Hitunglah luas permukaan kubus tersebut!

10 Clues: = Tuliskan rumus dari luas permukaan kubus! • = Kubus memiliki 8 buah titik sudut yang berbentuk..... • = Semua sisi kubus memiliki ukuran serta.......yang sama • = Diketahui sebuah kubus keliling alasnya 76 cm. Hitunglah volume kubus tersebut! • = Diketahui sebuah kubus memiliki rusuk yang panjangnya 7 cm. Hitunglah volume kubus tersebut! • ...

Mathematics 2024-10-02

Across

- an answer
- a hard level of math
- an object that a musician uses
- numbers like 1/2

Down

class - not poor and not rich people
- when you give something to someone
- circle, rectangle
same objects
- same with something or someone
- a size from up to down

10 Clues: - an answer • same objects • - numbers like 1/2 • - circle, rectangle • - a hard level of math • - a size from up to down • - same with something or someone • - an object that a musician uses • class - not poor and not rich people • - when you give something to someone

Mathematics 2024-12-04

Across

Many terms in a math expression
To place a point on a grid
(x,y) the location of a point on a grid
One term in a math expression
________________ coordinate system

Down

Another name for the grid
Three terms in a math expression
Two terms in a math expression
A term that is a divisor of a math term
The opposite direction to a clock

10 Clues: Another name for the grid • To place a point on a grid • One term in a math expression • Two terms in a math expression • Many terms in a math expression • Three terms in a math expression • The opposite direction to a clock • ________________ coordinate system • A term that is a divisor of a math term • (x,y) the location of a point on a grid

Mathematics 2024-12-02

Across

เงินต้น
เลขยกกำลัง
of counting กฎการนับ
sign เครื่องหมายกรณฑ์
การจัดหมู่

Down

permutation การเรียงสับเปลี่ยนเชิงเส้น
ความน่าจะเป็น
space ปริภูมิตัวอย่าง
interest ดอกเบี้ยทบต้น
experiment การทดลองสุ่ม

10 Clues: เงินต้น • เลขยกกำลัง • การจัดหมู่ • ความน่าจะเป็น • of counting กฎการนับ • space ปริภูมิตัวอย่าง • sign เครื่องหมายกรณฑ์ • interest ดอกเบี้ยทบต้น • experiment การทดลองสุ่ม • permutation การเรียงสับเปลี่ยนเชิงเส้น

Mathematics 2024-12-02

Across

กฎการนับ
การทดลองสุ่ม
ปริภูมิตัวอย่าง
ดอกเบี้ยทบต้น

Down

ความน่าจะเป็น
เครื่องหมายกรณฑ์
การจัดหมู่
การเรียงสับเปลี่ยนเชิงเส้น
เลขยกกำลัง
เงินต้น

10 Clues: เงินต้น • กฎการนับ • การจัดหมู่ • เลขยกกำลัง • การทดลองสุ่ม • ความน่าจะเป็น • ดอกเบี้ยทบต้น • ปริภูมิตัวอย่าง • เครื่องหมายกรณฑ์ • การเรียงสับเปลี่ยนเชิงเส้น

Mathematics 2025-04-28

Across

a line from the center to the circumference
an operation to find the difference
branch of mathematics that uses letters and symbols to represent numbers and quantities in equations and formulas
shape like a wheel
the smallest prime number
is what you get by dividing a number by itself

Down

The part of a fraction that is above the line
.. are whole numbers that can be positive, negative, or zero, but not fractions or decimals
a geometric shape formed when two rays meet at a common endpoint,
a line segment twice the length of radius

10 Clues: shape like a wheel • the smallest prime number • an operation to find the difference • a line segment twice the length of radius • a line from the center to the circumference • The part of a fraction that is above the line • is what you get by dividing a number by itself • a geometric shape formed when two rays meet at a common endpoint, • ...

Mathematics 2025-04-28

Across

to share a quantity into equal parts
The distance from the center of a circle to its edge.
A visual way to show information using bars or lines.
The middle value when you add numbers and divide by how many there are.
Putting numbers together to find their sum.

Down

A way to write numbers that are not whole, using a point.
The corners formed by two lines meeting.
A shape with four equal sides and four right angles.
a number that can be divided evenly by two
the amount of surface inside the shape

10 Clues: to share a quantity into equal parts • the amount of surface inside the shape • The corners formed by two lines meeting. • a number that can be divided evenly by two • Putting numbers together to find their sum. • A shape with four equal sides and four right angles. • The distance from the center of a circle to its edge. • ...

mathematics,class10 2014-01-18

Across

1.a_______equation in a variable x of form ax2+bx+c=0 where a,b,c are real no.
13.write the common difference of an A.P. whose nth term is an=3n+7
10. it is the arrangement of no. whose element follows certain general pattern either from the beigning or after some term are called_________
9. the fixed no.that are adding to preceding term is called_____________
18.the common point of a tangent to a circle and the circle called______________
7.each of the no. in the list is called a ________
14.write the value of x for which 2x,x+10and 3x+2 are in A.P.
3.in a quadratic equation ax2+bx+c=0 this is represent by b2-4ac
17.a circle can have_______ parallel tangent

Down

8.successive term are obtained by adding fixed no to preceding term such list of no. called______-
11.this value of discriminant gives equal roots of quadratic equation____________-
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=
12.the__________ form of an A.P. is a,a+d,a+2d,a+3d.....
2.quadratic formula is known as_____________
16.tangent of circle insect at__________ point
15.this line meets the circle in two point
4.if equation has b2-4ac=0 is known as ___________ roots

17 Clues: 15.this line meets the circle in two point • 2.quadratic formula is known as_____________ • 17.a circle can have_______ parallel tangent • 16.tangent of circle insect at__________ point • 7.each of the no. in the list is called a ________ • 12.the__________ form of an A.P. is a,a+d,a+2d,a+3d..... • 4.if equation has b2-4ac=0 is known as ___________ roots • ...

mathematics 2021-05-26

Across

a shape with one pair of parallel lines
probability on an event if it is an impossible event
highest frequency -lowest frequency
what kinds of a line are obtained when there is a no solution
a 3d figure with equal sides
the point where y and x axis intersects
three terms in an algebric expression

Down

a polynomial of degree 1
a constant placed before a variable in alegbric expression
if two parallel lines are transected by a transversal the angles on opp sides are

10 Clues: a polynomial of degree 1 • a 3d figure with equal sides • highest frequency -lowest frequency • three terms in an algebric expression • a shape with one pair of parallel lines • the point where y and x axis intersects • probability on an event if it is an impossible event • a constant placed before a variable in alegbric expression • ...

mathematics 2021-05-30

Across

Έχει τρεις πλευρές και τρεις γωνίες
Σε τέτοιο επίπεδο κάνουμε γραφικές παραστάσεις
Στο επίπεδο είναι δύο ,στο χώρο τρεις
Βρίσκεται...από κάτω!

Down

Η συνεισφορά των Αράβων στα Μαθηματικά
Η μία από τις δύο βασικές πράξεις
η διαδικασία επίλυσης ενός προβλήματος
Ένα γράμμα, που τη θέση του μπορεί να πάρει ένας αριθμός
Ο λόγος της απέναντι κάθετης πλευράς μιας γωνίας, προς την υποτείνουσα, σε ορθογώνιο τρίγωνο
Είναι συνήθως η μεταβλητή x

10 Clues: Βρίσκεται...από κάτω! • Είναι συνήθως η μεταβλητή x • Η μία από τις δύο βασικές πράξεις • Έχει τρεις πλευρές και τρεις γωνίες • Στο επίπεδο είναι δύο ,στο χώρο τρεις • Η συνεισφορά των Αράβων στα Μαθηματικά • η διαδικασία επίλυσης ενός προβλήματος • Σε τέτοιο επίπεδο κάνουμε γραφικές παραστάσεις • Ένα γράμμα, που τη θέση του μπορεί να πάρει ένας αριθμός • ...

Mathematics 2021-05-05

Across

I am collection of different place values
I look like an egg
I am a line full of numbers
I am one more than the number of players in a cricket team.
I am double of 3
I am the second place

Down

I tell the next number
I help you to combine numbers
I am 9,I am holding which place in 5,980?
I tell the previous number

10 Clues: I am double of 3 • I look like an egg • I am the second place • I tell the next number • I tell the previous number • I am a line full of numbers • I help you to combine numbers • I am collection of different place values • I am 9,I am holding which place in 5,980? • I am one more than the number of players in a cricket team.

Mathematics 2022-06-10

Across

subsidiary proposition that is assumed to be true in order to prove another proposition
branch of pure mathematics dealing with the theory of numerical calculations
the study in mathematics of lines, shapes, curves, etc
number or quantity that can vary or be varied
number or quantity that remains the same

Down

concise way of expressing information symbolically
precise rule specifying how to solve some problem
a whole number, such as 3 or 4 but not 3.5
mathematics of triangles
a statement that two quantities are equal

10 Clues: mathematics of triangles • number or quantity that remains the same • a statement that two quantities are equal • a whole number, such as 3 or 4 but not 3.5 • number or quantity that can vary or be varied • precise rule specifying how to solve some problem • concise way of expressing information symbolically • the study in mathematics of lines, shapes, curves, etc • ...

mathematics 2022-05-20

Across

a number thats not a fraction
specifies each point uniqualy
numbers that include rational
a mutual relationship or connection
having a fixed pattern

Down

a two dimensional space
all sides of an object
finding the ratio
powers of ten
values of two expressions

10 Clues: powers of ten • finding the ratio • all sides of an object • having a fixed pattern • a two dimensional space • values of two expressions • a number thats not a fraction • specifies each point uniqualy • numbers that include rational • a mutual relationship or connection

Mathematics 2021-01-09

Across

Ονομάζεται έτσι μια συνάρτηση f:A-B όταν f(A)=B
Μια συνάρτηση f:A-B ονομάζεται ....., όταν για κάθε xeA ισχύει -xeA και f(-x)=f(x)
....... τιμή πραγματικού αριθμού x ορίζεται ο μη αρνητικός αριθμός
Ονομάζεται έτσι μια συνάρτηση f:A-B για την οποία ισχύει f(x)=α για κάθε xeA, όπου α σταθερό στοιχείο του Β
Πως ονομάζεται μια συνάρτηση όταν παρουσιάζει διαφορετικό τύπο σε ξένα μεταξύ τους υποσύνολα του πεδίου ορισμού της;
Ονομάζεται έτσι μια συνάρτηση στο διάστημα (α,β), αν αυτή είναι σε κάθε σημείο xe(α,β)

Down

....... μιας συνάρτησης f:A-B είναι το σύνολο των διατεταγμένων ζευγών (x,y), όπου xeA και yeB, για τα οποία ισχύει y=f(x) και συμβολίζεται με G
Πως ονομάζουμε μια αντιστοιχία από το σύνολο Α στο σύνολο Β, όπου σε κάθε στοιχείο x του συνόλου Α αντιστοιχεί ένα και μόνον ένα στοιχείο y του συνόλου Β;
Μια συνάρτηση f:A-B ονομάζεται ......., όταν για κάθε xeA ισχύει -xeA και f(-x)=-f(x)
Ονομάζεται έτσι μια συνάρτηση f:A-A για την οποία ισχύει f(x)=x, για κάθε xeA

10 Clues: Ονομάζεται έτσι μια συνάρτηση f:A-B όταν f(A)=B • ....... τιμή πραγματικού αριθμού x ορίζεται ο μη αρνητικός αριθμός • Ονομάζεται έτσι μια συνάρτηση f:A-A για την οποία ισχύει f(x)=x, για κάθε xeA • Μια συνάρτηση f:A-B ονομάζεται ....., όταν για κάθε xeA ισχύει -xeA και f(-x)=f(x) • ...

Mathematics 2021-10-15

Across

a number build-up of olgnational
small number baised on top of another number
something that is at the root of something
a square root that can be multiplied by itself
Two operation that would perform a number

Down

a number that can be written as a fraction
Digits of a number that are used to express it to require degree
Number that don't repeat and don't terminate
a statement of value to two math equation
the number which produce a given cube

10 Clues: a number build-up of olgnational • the number which produce a given cube • a statement of value to two math equation • Two operation that would perform a number • a number that can be written as a fraction • something that is at the root of something • small number baised on top of another number • Number that don't repeat and don't terminate • ...

Mathematics 2023-03-08

Across

a number or symbol by which another number or symbol is multiplied
Subtraction of (1) to some other number
A unit for measuring smaller quantities
Adding of (1) to any other number

Down

A unit for measuring larger quantities
two times he same number
Alphabets in maths used to represent unknown value
3 times the same number
The price on the tag
A unit for measuring larger quantities of liquids,its symbol is (L)

10 Clues: The price on the tag • 3 times the same number • two times he same number • Adding of (1) to any other number • A unit for measuring larger quantities • Subtraction of (1) to some other number • A unit for measuring smaller quantities • Alphabets in maths used to represent unknown value • a number or symbol by which another number or symbol is multiplied • ...

Mathematics 2023-03-10

Across

we can use this term to solve in an easier way
we do when we want a solution
have(-)as its sign
we do it to increase the value

Down

repeated addition
3D shapes
have(+)as its sign
a term used to divide a number
the 3D form of square
a term used to express a detail in a visual form

10 Clues: 3D shapes • repeated addition • have(+)as its sign • have(-)as its sign • the 3D form of square • we do when we want a solution • a term used to divide a number • we do it to increase the value • we can use this term to solve in an easier way • a term used to express a detail in a visual form

Mathematics 2023-03-10

Across

flat surface of an object
when we reduce the original amount it is known as
3D shape of rectangle
angle which is 90 degree
the line segment which joins faces
when we add extra amount to the cost price

Down

the place where edges meet
angle more than 90 degree
four sided shapes
reduction of cost price

10 Clues: four sided shapes • 3D shape of rectangle • reduction of cost price • angle which is 90 degree • flat surface of an object • the place where edges meet • angle more than 90 degree • the line segment which joins faces • when we add extra amount to the cost price • when we reduce the original amount it is known as

MATHEMATICS 2013-03-06

Across

Any integer that CANNOT be divided exactly by 2 (e.g. 1,3,5,7)
Any integer that can be divided exactly by 2 (e.g. 2,4,6,8)
Mathematical operation that is taking one number away from another.
A point or dot used to separate the whole number part from the fractional part of a number.
Is finding the total, or sum, by combining two or more numbers.
splitting into equal parts or groups. It is the result of "fair sharing".

Down

A mathematical operation that indicates how many times a number is added to itself.
The bottom number in a fraction.
A math expression with two numbers placed above and below a division line indicating the number of divisions or portions and the size of each division or portion.
Is the result or answer of multiplying the multiplicand by the multiplier.

MATHEMATICS 2014-11-25

Across

A line or curve that the graph of a relation approaches more and more closely the further the graph is followed.
A set of points that lie on a circle and that are positioned within a central angle
A set of instructions used to solve a problem or obtain a desired result.
An expression in algebra that consists of two terms
The number that occurs the most often in a list

Down

A polygon with four sides
A statement accepted as true without proof
A line segment, ray, or line that extends from a vertex of a triangle to the opposite side.
The numbers that are contained within two specific boundaries
A "number" which indicates a quantity, size, or magnitude that is larger than any real number.

10 Clues: A polygon with four sides • A statement accepted as true without proof • The number that occurs the most often in a list • An expression in algebra that consists of two terms • The numbers that are contained within two specific boundaries • A set of instructions used to solve a problem or obtain a desired result. • ...

MATHEMATICS 2015-05-26

Across

CLOSED FIGURE FORMED BY FOUR LINE SEGMENTS
ANOTHER NAME FOR 90*
NUMBER OF MEASUREMENTS REQUIRED TO CONSTRUCT A PARALLELOGRAM
ALL ANGLES ARE RIGHT ANGLES AND OPPOSITE SIDES ARE EQUAL
A PARALLELOGRAM IN WHICH ALL FOUR SIDES ARE EQUAL

Down

ALL ANGLES ARE RIGHT ANGLES AND ALL SIDES ARE EQUAL
A QUADRILATERAL IN WHICH A PAIR OF OPPOSITE SIDES ARE PARALLEL
THE OPPOSITE SIDES ARE EQUAL AND OPPOSITE ANGLES ARE EQUAL
NUMBER OF MAXIMUM MEASUREMENTS REQUIRED TO CONSTRUCT A QUADRILATERAL
NUMBER OF MEASUREMENTS REQUIRED TO CONSTRUCT A SQUARE

10 Clues: ANOTHER NAME FOR 90* • CLOSED FIGURE FORMED BY FOUR LINE SEGMENTS • A PARALLELOGRAM IN WHICH ALL FOUR SIDES ARE EQUAL • ALL ANGLES ARE RIGHT ANGLES AND ALL SIDES ARE EQUAL • NUMBER OF MEASUREMENTS REQUIRED TO CONSTRUCT A SQUARE • ALL ANGLES ARE RIGHT ANGLES AND OPPOSITE SIDES ARE EQUAL • THE OPPOSITE SIDES ARE EQUAL AND OPPOSITE ANGLES ARE EQUAL • ...

Mathematics 2016-05-07

Across

the result of a subtraction problem
a number to be divided by another number
lines that never cross
to reduce
2 fractions that equal the same number

Down

lines that make a right angle
based on 10
3 angles less than 90 degrees
a factor
the product of length and width

10 Clues: a factor • to reduce • based on 10 • lines that never cross • lines that make a right angle • 3 angles less than 90 degrees • the product of length and width • the result of a subtraction problem • 2 fractions that equal the same number • a number to be divided by another number

mathematics 2017-02-15

Across

math
least common multiple
adding
squared
greatest common factor

Down

cube
subtracting
division
multiply
least common denominator

10 Clues: math • cube • adding • squared • division • multiply • subtracting • least common multiple • greatest common factor • least common denominator

MATHEMATICS 2017-11-20

Across

Data
Chance
College Course
Properties
Letters

Down

Matrix
Differentiation
2D
SOHCAHTOA
3D

10 Clues: 2D • 3D • Data • Matrix • Chance • Letters • SOHCAHTOA • Properties • College Course • Differentiation

mathematics 2021-12-06

Across

kubus ABCD EFGH mempunyai panjang rusuk a. Titik K pada perpanjangan DA sehingga KA=13KD. Jarak titik K ke bidang BDHF adalah
jika pada sekelompok data dengan nilai rataan 6 ditambahkan datum yang besarnya 8, maka nilai rataannya akan naik sebesar 0,25. Jika pada data itu ditambahkan lagi datum-datum: 3,4,5,4,8,5,2,4, nilai rataannya adalah
kubus ABCD.EFGHABCD.EFGH dengan akartiga rusuk 4 cm4 cm. Jarak titik EE ke bidang BDGBDG adalah
dari nilai ulangan 12 siswa, diketahui nilai terbesarnya 80 dan nilai terkecilnya 20. Nilai rata-rata ulangan mereka tidak mungkin bernilai
rata-rata sekelompok bilangan adalah 40. Ada bilangan yang sebenarnya 60, tetapi terbaca 30. Setelah dihitung ulang, rata-rata yang sebenarnya adalah 41. Banyak bilangan dalam kelompok itu adalah

Down

diketahui kubus ABCD.EFGHdengan panjang rusuk 8 cm. Jarak titik H ke garis AC adalah
diketahui kubus ABCD.EFGHdengan panjang rusuk 6 cm6 cm. Jarak titik A ke garis CF adalah
kubus ABCD.EFGHABCD.EFGH dengan panjang rusuk 3 cm3 cm. Jarak titik CC ke bidang BDGBDG adalah
diketahui kubus ABCD.EFGHABCD.EFGH dengan rusuk 8 cm8 cm. MM adalah titik tengah EHEH. Jarak titik MM ke AGAG adalah
suatu data setelah dikonversi memiliki nilai rata-rata 6,5. Konversi menggunakan rumus bahwa setiap datum ditambah 0,4, kemudian masing-masing dikali 1,25. Nilai rata-rata dari data sebelum dikonversi adalah

10 Clues: diketahui kubus ABCD.EFGHdengan panjang rusuk 8 cm. Jarak titik H ke garis AC adalah • diketahui kubus ABCD.EFGHdengan panjang rusuk 6 cm6 cm. Jarak titik A ke garis CF adalah • kubus ABCD.EFGHABCD.EFGH dengan panjang rusuk 3 cm3 cm. Jarak titik CC ke bidang BDGBDG adalah • ...

Mathematics 2023-08-24

Across

is the man who discovered zero.
is a very famous work.
of the sixth century AD is another pioneering work in the field of astronomy
and astronomy together ignited interest in time and cosmology.
in the field of mathematics were the notation system, the decimal system and the use of zero

Down

and the numerals were carried to the West by the Arabs
Indian mathematics is supposed to have originated from.
introduced practical geometry involving acute angle, obtuse angle and right angle.
discovered algebra and also formulated the area of triangle, Which led to the origin of Trigonometry.
that the moon rotated around the earth and the earth rotated around the sun found recognition and later discoveries were based on this assertion.

10 Clues: is a very famous work. • is the man who discovered zero. • and the numerals were carried to the West by the Arabs • Indian mathematics is supposed to have originated from. • and astronomy together ignited interest in time and cosmology. • of the sixth century AD is another pioneering work in the field of astronomy • ...

Mathematics 2024-05-26

Across

this theorem is used to find the roots of the polynomial
these numbers are non-terminating and non reccuring
these numbers start from 0
these numbers include both nagetive and positive numbers
these numbers start from 1

Down

this polynomial has degree 2
these numbers can be represented as p/q where q not= 0
their degree is a whole number
this polynomial has degree 1
this polynomial has degree 3

10 Clues: these numbers start from 0 • these numbers start from 1 • this polynomial has degree 2 • this polynomial has degree 1 • this polynomial has degree 3 • their degree is a whole number • these numbers are non-terminating and non reccuring • these numbers can be represented as p/q where q not= 0 • this theorem is used to find the roots of the polynomial • ...

mathematics 2025-02-07

Across

A mathematical statement that asserts the equality of two expressions, often containing an unknown variable.
A three-dimensional geometric shape formed by rotating a right triangle around one of its legs.
A rectangular array of numbers used in linear algebra.
he set of all points in a plane that are equidistant from a center point.
A number that indicates how many times a base is multiplied by itself, such as 2^3
A relation that assigns exactly one output to each input, such as y=f(x)

Down

A geometric figure with three sides and three angles.
A mathematical operation that is the reverse of differentiation, used to find areas under curves.
The figure formed by two rays sharing a common endpoint.
A regular polyhedron with six square faces.

10 Clues: A regular polyhedron with six square faces. • A geometric figure with three sides and three angles. • A rectangular array of numbers used in linear algebra. • The figure formed by two rays sharing a common endpoint. • A relation that assigns exactly one output to each input, such as y=f(x) • ...

Mathematics 2025-03-26

Across

– A concept representing an unbounded quantity, larger than any number.
– A statement that contradicts itself or defies logic.
– A mathematical statement believed to be true but not yet proven.
– A logical sequence of steps showing a mathematical statement is true.
– A step-by-step procedure for solving mathematical problems.
– The idea that mathematics is just symbols and rules, without inherent meaning.

Down

– A reasoning method proving general rules from specific cases.
– A mathematical statement proven using axioms and logic.
– The belief that mathematical truths exist independently of human thought.
– A fundamental truth accepted without proof, forming the basis of mathematics.

10 Clues: – A statement that contradicts itself or defies logic. • – A mathematical statement proven using axioms and logic. • – A step-by-step procedure for solving mathematical problems. • – A reasoning method proving general rules from specific cases. • – A mathematical statement believed to be true but not yet proven. • ...

Mathematics 2024-07-26

Across

มูลค่า, ค่า
เอาไป, เอาออกไป
เป็นตัวเลข
เลขคี่
ทั้งหมด
รวมกลุ่มใหม่

Down

หลักร้อย
เปรียบเทียบ
เลขคู่
มาก

10 Clues: มาก • เลขคู่ • เลขคี่ • ทั้งหมด • หลักร้อย • เป็นตัวเลข • เปรียบเทียบ • มูลค่า, ค่า • รวมกลุ่มใหม่ • เอาไป, เอาออกไป

Mathematics 2025-06-18

Across

เศษส่วนแท้
มุมกลับ
จำนวนเฉพาะ
มุมแหลม
เลขเศษที่หารไม่ลงตัว
ตัวส่วน

Down

มุมป้าน
จำนวนมากไปหาน้อย
ตัวประกอบร่วม
จำนวนน้อยไปหามาก

10 Clues: มุมป้าน • มุมกลับ • มุมแหลม • ตัวส่วน • เศษส่วนแท้ • จำนวนเฉพาะ • ตัวประกอบร่วม • จำนวนมากไปหาน้อย • จำนวนน้อยไปหามาก • เลขเศษที่หารไม่ลงตัว

Mathematics 8 2025-08-17

Across

A number or expression that divides another number or expression evenly.
Terms Terms that have the same variables raised to the same powers.
Number A natural number greater than 1 that has no positive divisors other than 1 and itself.
of Operations The rules that determine the sequence in which calculations are performed.
A whole number that can be positive, negative, or zero.
A symbol (usually a letter) that represents an unknown number.
A statement that two expressions are equal, using the equals sign.
Number A natural number greater than 1 that has more than two factors.
The process of reducing an expression to its simplest form.
A single mathematical expression that can be a number, variable, or the product of both.

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A numerical factor multiplied by a variable.
Symbols used to indicate operations that should be performed first in an expression
A combination of numbers, variables, and operations that represents a value.
The process of finding the value of an algebraic expression by substituting numbers for the variables.
The process of multiplying each term inside parentheses by a factor outside
The product of a number and an integer.
A fixed value that does not change.

17 Clues: A fixed value that does not change. • The product of a number and an integer. • A numerical factor multiplied by a variable. • A whole number that can be positive, negative, or zero. • The process of reducing an expression to its simplest form. • A symbol (usually a letter) that represents an unknown number. • ...

MATHEMATICS 2014-06-30

Across

WHICH IS NOT A MEASURE OF CENTRAL TENDENCY
A POLYNOMIAL OF DEGREE 2 IS CALLED A ______ POLYNOMIAL
IN HOW MANY METHODS CAN A PAIR OF TWO VARIABLES BE REPRESENTED .
____=3MEDIAN - 2MEAN
IF AN EQUATION HAS NO SOLUTION THEN THE LINES ARE ________
IF THE LINES COINCIDE THEN THERE ARE ________ NO OF SOLUTIONS.

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A POLYNOMIAL OF DEGREE 1 IS CALLED A ______ POLYNOMIAL
A CURVED GRAPH
IF AN EQUATION HAS A UNIQUE SOLUTION THEN THE LINES WILL _________
THE MAXIMUM NUMBER OF ZEROES THAT A DEGREE EQUATION 3 CAN HAVE IS _____

10 Clues: A CURVED GRAPH • ____=3MEDIAN - 2MEAN • WHICH IS NOT A MEASURE OF CENTRAL TENDENCY • A POLYNOMIAL OF DEGREE 1 IS CALLED A ______ POLYNOMIAL • A POLYNOMIAL OF DEGREE 2 IS CALLED A ______ POLYNOMIAL • IF AN EQUATION HAS NO SOLUTION THEN THE LINES ARE ________ • IF THE LINES COINCIDE THEN THERE ARE ________ NO OF SOLUTIONS. • ...

mathematics 2017-02-15

Across

least common multiple
subtracting
greatest common factor
cube

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division
multiply
squared
adding
math
least common denominator

10 Clues: math • cube • adding • squared • division • multiply • subtracting • least common multiple • greatest common factor • least common denominator

MATHEMATICS 2017-11-20

Across

2D
College Course in Algebra
Properties and relationships of numbers
Collecting and analyzing numerical data in large quantities
Chance
3D space
Part of mathematics in which letters and other general symbols are used to represent numbers

Down

Concerning vector spaces and linear mappings
Dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
Finding and properties of derivatives and integrals of functions

10 Clues: 2D • Chance • 3D space • College Course in Algebra • Properties and relationships of numbers • Concerning vector spaces and linear mappings • Collecting and analyzing numerical data in large quantities • Finding and properties of derivatives and integrals of functions • Part of mathematics in which letters and other general symbols are used to represent numbers • ...

MATHEMATICS 2017-11-20

Across

2D
College Course in Algebra
Properties and relationships of numbers
Collecting and analyzing numerical data in large quantities
Chance
3D space
Part of mathematics in which letters and other general symbols are used to represent numbers

Down

Concerning vector spaces and linear mappings
Dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
Finding and properties of derivatives and integrals of functions

Mathematics 2024-07-01

Across

- Mathematical operation inversely related to exponentiation (9)
- Branch of mathematics dealing with data collection, analysis, interpretation, and presentation (10)
- Quantity having both magnitude and direction (6)
- Branch of mathematics involving symbols and rules for manipulating them (7)
- Mathematical statement asserting the equality of two expressions (8)

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- Measure of the likelihood that an event will occur (10)
- Branch of mathematics involving derivatives and integrals (8)
- Branch of mathematics dealing with relationships between the sides and angles of triangles (13)
- Branch of mathematics concerned with shapes, sizes, and properties of space (8)
- Number greater than 1 that has no positive divisors other than 1 and itself (5)

10 Clues: - Quantity having both magnitude and direction (6) • - Measure of the likelihood that an event will occur (10) • - Branch of mathematics involving derivatives and integrals (8) • - Mathematical operation inversely related to exponentiation (9) • - Mathematical statement asserting the equality of two expressions (8) • ...

Mathematics 2023-03-10

Across

a place where mummies are buried
father of Math
double action in mathematics
a thing which has a start segment and end

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unknown value in an algebraic expression
he discovered zero
a famous three letter French dish
slanting line in a triangle
if we get this in our examination people will tell us to boil and eat
a thing which has a start not an end

10 Clues: father of Math • he discovered zero • slanting line in a triangle • double action in mathematics • a place where mummies are buried • a famous three letter French dish • a thing which has a start not an end • unknown value in an algebraic expression • a thing which has a start segment and end • if we get this in our examination people will tell us to boil and eat

Mathematics 2021-12-22

Across

an expression consist in of numbers and variables grouped according to certain patterns.
mathematical statement containing one or more derivatives - that is, terms representing the rates of change of continuously varying quantities.
is used in vector calculus and differential geometry.
is an ordered list of numbers in which each term after the first is found by multiplying the previous one by a constant called r the common ratio.

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the act of converging and especially moving toward union or uniformity.
is a collection of real numbers that can be determined by multiplying the reciprocals of an arithmetic progression that doesn't contain zero.
a simple method for indicating the sum of a finite (ending) number of terms in a sequence.
the opposite of derivatives
a three-dimensional surface whose equation.
sequence is a grouping of numbers in a specific order with a clear starting point and stopping point.

Mathematics 2021-12-22

Across

a three-dimensional surface whose equation.
a simple method for indicating the sum of a finite (ending) number of terms in a sequence.
sequence is a grouping of numbers in a specific order with a clear starting point and stopping point.
the act of converging and especially moving toward union or uniformity.
an expression consist in of numbers and variables grouped according to certain patterns.

Down

mathematical statement containing one or more derivatives - that is, terms representing the rates of change of continuously varying quantities.
is used in vector calculus and differential geometry.
the opposite of derivatives
is an ordered list of numbers in which each term after the first is found by multiplying the previous one by a constant called r the common ratio.
is a collection of real numbers that can be determined by multiplying the reciprocals of an arithmetic progression that doesn't contain zero.

Mathematics 2021-12-10

Across

the differential of a derivative integral function is equal to the integral expression.
in mathematics of a function variables is its derivative with the others held constant.
mathematics a power series (in on variable) is an infinite of the form.
it is the opposite of finding the derivative
in which repetitions are allowed and order matters.

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is a sequence formed out of numbers.
the sequence of the number of integers converted to the square of the volume of the numbers.
mathematics a sequence is enumerated collection
the oncept of series is central to the numbers series in many exams.
depends only on the shape of the function f(x) and the boundaries of the integral and doesn't depend on the integration variable.

10 Clues: is a sequence formed out of numbers. • it is the opposite of finding the derivative • mathematics a sequence is enumerated collection • in which repetitions are allowed and order matters. • the oncept of series is central to the numbers series in many exams. • mathematics a power series (in on variable) is an infinite of the form. • ...

Mathematics 2022-05-27

Across

centre of a circle that inscriibe a triangle
amount of money invested
for any 2 number;HCF×LCM=______of number
formed by 3line segment that interect only at end points

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points lie on straight line
triangle with all sides equal
person who invented zero
all sides are equal
the point of intersection of x axis and y axis
another word for total

10 Clues: all sides are equal • another word for total • person who invented zero • amount of money invested • points lie on straight line • triangle with all sides equal • for any 2 number;HCF×LCM=______of number • centre of a circle that inscriibe a triangle • the point of intersection of x axis and y axis • formed by 3line segment that interect only at end points

Mathematics 2023-12-13

Across

total
math
compute
ayaw ko

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half
plus
circle
ratio
point
line

10 Clues: half • plus • math • line • total • ratio • point • circle • compute • ayaw ko

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