fractions Crossword Puzzles

Vocabulary Words 2012-05-12

Across

The highest point of a parabola is also known as the ____.
U-shaped curve on a graph?
Another word for "answer." The _____ to a problem.
A mathematical phrase that contains ordinary numbers, variables (x/y), & operators (+,-,x,÷)
The y-coordinate of a point where a graph intersects at the y-axis.
Also known as the greatest common divisor-- (acronym).
A diagram that represents a system of connections between two things. (hint: parabola, slop)
A polynomial with degree 2.
A solution of the simplified form of an equation that doesn't satisfy the original equation. (___ solution).
Any function which can be written as the ratio of two polynomial functions.
The maximum or minimum of a parabola.
The "opposite" of something, usually used in dividing fractions.
The set of all possible output values (y).
A polynomial with three terms.

Down

A relationship between a set of inputs and "outputs."
An algebraic expression consisting of one term.
The set of all possible input values (x).
An algebraic expression consisting of several terms.
An x-value that makes the function equal to 0.
Taking the ____ of a number (radical!) -- two words.
Ex: 4, 9, 16, 25. (two words)
A line containing x & y axes.
If a quadratic equation is in its standard form its _____ is b2-4ac.
The lowest point of a parabola is also known as the ____.
The symbol used to find the square root of a number.
The x-coordinate of a point where a graph intersects at the x-axis.
The act or process of separating an equation, or formula into smaller parts.
Parts of an expression or series separated by + or - signs.
The representation of a number using letters.
A statement that the values of two mathematical expressions are equal (=).

30 Clues: U-shaped curve on a graph? • A polynomial with degree 2. • Ex: 4, 9, 16, 25. (two words) • A line containing x & y axes. • A polynomial with three terms. • The maximum or minimum of a parabola. • The set of all possible input values (x). • The set of all possible output values (y). • The representation of a number using letters. • ...

Vocabulary Words 2012-05-12

Across

A line containing x & y axes.
A polynomial with degree 2.
The symbol used to find the square root of a number.
An algebraic expression consisting of several terms.
A relationship between a set of inputs and "outputs."
If a quadratic equation is in its standard form its _____ is b2-4ac.
The highest point of a parabola is also known as the ____.
The set of all possible input values (x).
Ex: 4, 9, 16, 25. (two words)
A diagram that represents a system of connections between two things. (hint: parabola, slop)
The x-coordinate of a point where a graph intersects at the x-axis.
An x-value that makes the function equal to 0.
The set of all possible output values (y).
Parts of an expression or series separated by + or - signs.
A statement that the values of two mathematical expressions are equal (=).

Down

The lowest point of a parabola is also known as the ____.
Another word for "answer." The _____ to a problem.
Taking the ____ of a number (radical!) -- two words.
An algebraic expression consisting of one term.
Any function which can be written as the ratio of two polynomial functions.
The act or process of separating an equation, or formula into smaller parts.
The y-coordinate of a point where a graph intersects at the y-axis.
The "opposite" of something, usually used in dividing fractions.
A mathematical phrase that contains ordinary numbers, variables (x/y), & operators (+,-,x,÷)
A polynomial with three terms.
The representation of a number using letters.
A solution of the simplified form of an equation that doesn't satisfy the original equation. (___ solution).
U-shaped curve on a graph?
Also known as the greatest common divisor-- (acronym).
The maximum or minimum of a parabola.

30 Clues: U-shaped curve on a graph? • A polynomial with degree 2. • A line containing x & y axes. • Ex: 4, 9, 16, 25. (two words) • A polynomial with three terms. • The maximum or minimum of a parabola. • The set of all possible input values (x). • The set of all possible output values (y). • The representation of a number using letters. • ...

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

Are you smarter then a eighth grader crossword puzzle

Across

a graph that shows the relationship between two sets of data
closed figures formed by three or more lines segment called sides vertex
a comparison of two quantities by division
can be measured by the number of cubic units needed to fill a space
an equation stagnating that two ratios are equivalent
is a product of the numerator of one fraction and the denominator of another fraction
a four sided polygon
to express fractions as percent and to solve percent problems
the number of times a base is used as a factor
polygons with three sides and three angles
a ration of two quantities with different units
to raise a power to a power multiply the exponents
is an equation of a form
the relationship between the number of touchdowns and the number of points can be expressed by
acts as a grouping symbol in the order of operation

Down

one of two equal factors of a number
opposite sides equal in length ; opposite sides parallel
starting amount of money
to divide powers that have the same base, subtract their exponents. The base will remain the same
to multiply powers that have the same base, add their exponents. The base will remain the same
ordered pairs are graphed on
exponent that are used to express a number less then one
money earned on a bank account or money paid toward a bank loan
numbers that are expressed using Exponents are called
the four divided number lines on a graph
are equations that describe a relationship among certain quantities
a ratio that compares a number to 100
money a salesperson earns based on sales
a symbol that indicates a positive or a nonnegative square root
the measure of the surface enclosed by a geometric figure
the two number lines intersect at the point where each line is zero

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

Are You Smarter Then A Eighth Grader ? 2013-05-09

Across

closed figures formed by three or more lines segment called sides vertex
polygons with three sides and three angles
acts as a grouping symbol in the order of operation
can be measured by the number of cubic units needed to fill a space
numbers that are expressed using Exponents are called
opposite sides equal in length ; opposite sides parallel
starting amount of money
is an equation of a form
to express fractions as percent and to solve percent problems
a four sided polygon
a ration of two quantities with different units
an equation stagnating that two ratios are equivalent
are equations that describe a relationship among certain quantities
a graph that shows the relationship between two sets of data

Down

the two number lines intersect at the point where each line is zero
exponent that are used to express a number less then one
to raise a power to a power multiply the exponents
to divide powers that have the same base, subtract their exponents. The base will remain the same
a symbol that indicates a positive or a nonnegative square root
to multiply powers that have the same base, add their exponents. The base will remain the same
ordered pairs are graphed on
money earned on a bank account or money paid toward a bank loan
the relationship between the number of touchdowns and the number of points can be expressed by
is a product of the numerator of one fraction and the denominator of another fraction
a ratio that compares a number to 100
money a salesperson earns based on sales
one of two equal factors of a number
the number of times a base is used as a factor
the four divided number lines on a graph
a comparison of two quantities by division
the measure of the surface enclosed by a geometric figure

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

Chemistry 2014-05-16

Across

A subatomic particle that has a positive charge and that is found in the nucleus of an atom
Two or more different atoms held together by chemical bonds
Sum of the atomic masses of elements in a compound expressed in grams
A substance made up of atoms of two or more different elements joined by chemical bonds
A table that shows the elements, their atomic number, symbol, and average atomic mass; elements with similar chemical properties are grouped together
The process of purifying a liquid by boiling it and condensing its vapors
Smallest particle of an element
Negatively charged particle; located outside the atomic nucleus
An energy level representing the distance of an electron from the nucleus of an atom.
A substance consisting of two or more substances mixed together but not chemically bonded together
One of two or more atoms with the same atomic number but with different numbers of neutrons
A subatomic particle that has no charge and that is found in the nucleus of an atom

Down

a technique that separates the components of a mixture on the basis of the tendency of each to travel or be drawn across the surface of another material
The sum of the numbers of protons and neutrons in the nucleus of an atom
Separation of a mixture into fractions that differ in boiling points
A process that separates materials based on the size of their particles
The weighted mean mass of an atom of an element compared with one-twelfth of the mass of an atom of carbon-12; average mass of atoms of an element
A horizontal row of elements in the periodic table
The number of protons in the nucleus of an atom
A substance composed of one type of atom only
Vertical column of elements in the periodic table

21 Clues: Smallest particle of an element • A substance composed of one type of atom only • The number of protons in the nucleus of an atom • Vertical column of elements in the periodic table • A horizontal row of elements in the periodic table • Two or more different atoms held together by chemical bonds • Negatively charged particle; located outside the atomic nucleus • ...

Fox 2014-06-03

Across

A whole number that divides evenly into another number; a whole number that multiplies with another number to make a third number
A way of writing numbers to show place value; shows the sum of the values of each digit of a given number
Describes the amount of objects
The act of converting
Describes the number of objects
U.S. currency that amounts to one cent
The amount left over after division
U.S. currency that amounts to twenty-five cents
Less than, greater than, equal to; signs used to show relationships between numbers
A counting number from 0 to infinity
Changing a number to a specified place
The value of a digit depending on its place in a number; ones, tens, hundreds, etc.
U.S. currency that amounts to five cents
A number with more than two factors

Down

Any part of a group, number, or whole; may not have 0 in the denominator
Number above the line of a fraction (fraction bar) showing the number of parts of a whole.
Fractions that equal the same value and represent the same part of a whole
The point between a whole number and a fraction
Number below the fraction bar that represents the number of parts the whole is divided into
A unit of length equal to 1/12 of a foot
that has exactly two factors; number that can only be divided by one and itself
The operation of determining how many times one quantity is contained in another
A number written as a whole number and a fraction
Basic mathematical functions; addition, subtraction, multiplication, division
To increase in number, quantity, or degree; mathematical operation where a number is added to itself a number of times; (multiplication)
U.S. currency that amounts to ten cents
Unit for measurement; twelve inches

27 Clues: The act of converting • Describes the amount of objects • Describes the number of objects • The amount left over after division • Unit for measurement; twelve inches • A number with more than two factors • A counting number from 0 to infinity • U.S. currency that amounts to one cent • Changing a number to a specified place • U.S. currency that amounts to ten cents • ...

Math Vocabulary: (1st Semester) 2016-12-07

Math Vocabulary: (1st Semester) crossword puzzle

Across

an expression separated by a plus or minus sign.
numbers divisible by two evenly.
consists of variables, operations, and variables and has an equal to sign.
bottom part of a fraction.
the number being multiplied according to the power.
the answer to a division problem.
a number multiplied by a variable.
negative and positive numbers found on the number line.
compares two numbers with similar units.
a fraction in which the numerator is larger than the denominator.
top part of a fraction.
an unknown number.
a number that has only two factors, 1 and itself
numbers found on the left side of zero on a number line.
a type of math that has number, operations, and variables.
numbers divisible by 2 evenly.

Down

comparison of two numbers with different units
tells you how many times to multiply the base.
factors multiple together to get another number
Value that makes everything inside the bars positive.
a rate in which the denominator is one. Per is common.
Property used when a number outside the parenthesis is multiplied to everything inside the parenthesis.
amount left over after completing a division problem.
flipping a fraction. The numerator become the denominator.
a value that doesn't change and stands alone in an expression.
numbers multiplied together to get another number.
numbers found on the right side of zero on a number line.
a number that has two or more factors.
can be a variable, constant, product of a number and variable, but doesn't have an equal to sign.
a line used to represent integers.
the answer to a multiplication problem.
numbers we multiply together to get another number.
a fraction which the numerator is smaller than the denominator.
terms that have the same variable and exponent.
a fractions with a whole number, numerator, and denominator.

35 Clues: an unknown number. • top part of a fraction. • bottom part of a fraction. • numbers divisible by 2 evenly. • numbers divisible by two evenly. • the answer to a division problem. • a number multiplied by a variable. • a line used to represent integers. • a number that has two or more factors. • the answer to a multiplication problem. • compares two numbers with similar units. • ...

Mason Kuhn's First Crossword Puzzle 2016-09-22

Mason Kuhn's First Crossword Puzzle crossword puzzle

Across

Created by two rays and containing an endpoint in common.
A fraction in which the numerator is larger than the denominator.
Numbers like 0, 1, 2, 3, 4, 5, 6, 7, 8, etc.
A counting number.
A number containing both a whole number and a fraction.
A common fraction with 100 as its denominator.
An angle which measures 90°.
A number greater than zero.
An integer (whole number) that is not divisible evenly by 2.
The smallest number that can be divided evenly by all denominators in the problem.
A fraction in which the numerator is less than the denominator.
A symbol which expresses part of a whole. It contains a numerator and a denominator.

Down

The numerical result of dividing the sum of two or more quantities by the number of quantities.
To combine terms into fewer terms.
A number less than zero
The middle item in an ordered group. If the group has an even number of items, the median is the average of the two middle terms.
An angle which is larger than 90° but less than 180°.
In multiplication of fractions, when one number is divided into both a numerator and a denominator.
The top symbol or number of a fraction.
The bottom symbol or number of a fraction.
The amount which can be held, as measured in cubic units. The volume of a rectangular prism = length times width times height.
The average of a number of items in a group (total the items and divide by the number of items).
Changing a fraction into its lowest terms. For example, 3/6 is reduced to ½.
The space contained within a shape.
A constant that is used for determining the circumference or area of a circle. It is equal to approximately 3.14.
An angle which measures below 90°.

26 Clues: A counting number. • A number less than zero • A number greater than zero. • An angle which measures 90°. • To combine terms into fewer terms. • An angle which measures below 90°. • The space contained within a shape. • The top symbol or number of a fraction. • The bottom symbol or number of a fraction. • Numbers like 0, 1, 2, 3, 4, 5, 6, 7, 8, etc. • ...

Math project cross word puzzle 2017-03-07

Math project cross word puzzle crossword puzzle

Across

The value obtained by dividing the sum of several quantities by their number; an average
The distance a number is from a number
Equal in value, amount, function, meaning, etc.
Substitution of a value of the variable into the variable expression and then simplifying the numerical expression that is formed
a tool used to rule straight lines and measure distances
The process used to solve a proportion
The value that occurs most frequently in a given set of data
adding a zero to a quantity does not change the value of the quantity
numbers and variables combined with + - / *
Denoting a value or quantity lying at the midpoint of a frequency distribution of observed values or quantities

Down

Slang term for reducing a fraction by dividing the top and bottom by the same number
collection of facts, such as numbers words and measurements even descriptions of things
numbers combined with + - / *
using the distributive property to rewrite an expression
The process of finding the value of an expression or combining like terms.
Finding the value of the variable that will make the statement TRUE.
A line with a start point but no end point
Calculating interest on both the original amount and previously earned interest
to bring or more numbers together to make a new total
An equation with two fractions set equal to each other
The comparison of two numbers.
A number or quantity that when multiplied with another produces a given number or expressions
The area of variation between upper and lower limits on an particular scale
Distance. How far from end to end or form one point to another
the amount of turn between two straight lines that have a common point

25 Clues: numbers combined with + - / * • The comparison of two numbers. • The distance a number is from a number • The process used to solve a proportion • A line with a start point but no end point • numbers and variables combined with + - / * • Equal in value, amount, function, meaning, etc. • to bring or more numbers together to make a new total • ...

crossword puzzle 2022-03-01

Across

of symmetry line that passes through the vertex of a parabola dividing it in half
the set of all possible inputs for the function
to make smaller or easier to understand
rate of change between two points in a line, measures the stepness
the number in the first column of the table
inverse the opposite of a number, two numbers are this if their sum is 0
number used to multiply variable
tells how many times to multiply the base by itself
terms same variables raised to the same power
coordinate where a graph crosses the x-axis when y is 0
a number, a variable , or product of a number and variable
the end number or the answer for the math equation
vertex form shows the stretch, shrink, and vertex
relationship between two data sets
value the absolute value of x is the distance from zero to x on a number line, denoted 1x1
an expression with more than one term made of constants, coefficients,variables, and operations

Down

value point on the graph where the y-value is smallest
a number without a variable that does not change
number a number without fractions-an integer
function a function that represents a straight line on the coordinate plane
an expression with one term
coordinate where a graph crosses the y-axis when x is 0
x-intercept of a quadratic function, where y is 0
takes a group of random variables,thought to be predicting y, and tries to find a mathematical relationship between them.
solution theres no answer to the equation
for each domain value, there is only one variable in the range
polynomial with exactly 3 terms
number can be written as a fraction or a ratio
value point of the graph where the y-value is greatest
numbers positive or negative , whole or decimals, rational or irrational

30 Clues: an expression with one term • polynomial with exactly 3 terms • number used to multiply variable • relationship between two data sets • to make smaller or easier to understand • solution theres no answer to the equation • the number in the first column of the table • number a number without fractions-an integer • terms same variables raised to the same power • ...

Scarlett Fisher 2025-06-12

Across

U shaped curve formed by a quadratic formula
A statement comparing two expressions that aren't equal.
Real Numbers all numbers can be plotted on a number line.
Difference between the highest and lowest value.
Real number that can't be expressed as a ratio of two integers.
A symbol(letter)that represents a value that can change.
The number of digits used in a counting system.
A number that when multiplied by an other number,results in a given product.
An algebraic expression which has two or more algebraic terms.
The method of the expression of large numbers in terms of powers.
A whole number that can be positive, negative, or zero without any fractions or decimals
Set of inputs for a function
formula Mathmatical expression used to find the solutions (or roots) of a quadratic equation.Simplify reduces and expression to it's simplest form.
A relationship between inputs where each input is related to exactly one output.
Numbers Positive integers.

Down

Point on x axis where the slope of line passes
Algebraic expression with 3 terms
Grouping of numbers when adding or multiplying.
A number that can be expressed as a fraction.
polynomial expression that has two terms each of which is a monomial.
when adding or multiplying does not change the result.
Statement between two values that are equal followed by an equal sign.
Point on y axis where the slope of line passes
Opposite of an exponent.
Rise over run on a graph.
Numbers that multiplies a variable or term in a algebraic expression.
Value Non negative value of x without regard to its sign.
Common Factor Largest number that divides two or more numbers evenly,leaves no remainder.
Used to pin point the location of a point on a graph.
A value that stays the same, it can't change.

30 Clues: Opposite of an exponent. • Rise over run on a graph. • Numbers Positive integers. • Set of inputs for a function • Algebraic expression with 3 terms • U shaped curve formed by a quadratic formula • A number that can be expressed as a fraction. • A value that stays the same, it can't change. • Point on x axis where the slope of line passes • ...

Geometry 2025-05-20

Across

the measure of how likely an event is to occur. It is expressed as a number between 0 and 1
the total number of people, animals, or organisms living in a specific area or group.
Math Teacher at Oakland high school
decimal: a decimal fraction in which a digit or group of digits repeats indefinitely after the decimal point
sample: a subset of a population selected in such a way that every individual has an equal chance of being chosen.
inverse: the value that, when added to the original number, results in zero
angles: two angles whose sum is 90 degrees
drawing: a representation of an object or space that maintains accurate proportions but is reduced or enlarged by a specific ratio
sample: a subset of a population that accurately reflects the characteristics of the larger group
a straight line that passes through the center of a circle or sphere, connecting two points on its boundary
the relationship between quantities, sizes, or numbers in comparison to a whole

Down

relationship: a relationship between two variables where their ratio remains constant
of proportionality: the fixed value that relates two proportional quantities
The circumference is the enclosing boundary of a curved geometric figure, especially a circle
angles: two angles that share a common vertex and a common side, but do not overlap2. They are placed next to each other in such a way that they form a continuous angle.
a mathematical constant that represents the ratio of a circle's circumference to its diameter. (3.14)
frequency: the ratio of the number of times an event occurs to the total number of observations
half the length of the diameter
High School in Murfreesboro, Tennessee
probability: the probability of an event occurring based on actual experiments or observations
fraction: a fraction in which the numerator, denominator, or both contain fractions themselves. In other words, it's a fraction within a fraction.

21 Clues: half the length of the diameter • Math Teacher at Oakland high school • High School in Murfreesboro, Tennessee • angles: two angles whose sum is 90 degrees • inverse: the value that, when added to the original number, results in zero • of proportionality: the fixed value that relates two proportional quantities • ...

My Math Vocab 2024-12-03

Across

an equation in which two ratios are set equal to each other
the number that is being divided
a numerical or constant quantity placed before and multiplying the variable in an algebraic expression.
when more than two numbers are added or multiplied, the result remains the same, irrespective of how they are grouped.
a number that is not a fraction
is a term that is used to compare two or more numbers
is either a single number or variable, or the product of several numbers or variables.
two sequences of numbers, often experimental data, are proportional or directly proportional if their corresponding elements have a constant.
a number without fractions
the quantity that determines the number of equal parts
mathematical operation which involves the sharing of an amount into equal-sized groups
a quantity that can be changed and is not fixed.

Down

the numbers on which we operate can be moved or swapped from their position without making any difference to the answer.
are a pair of numbers which are used to determine the position of a point or a shape in a 2-dimensional plane
A factor of a number is a number that divides the given number evenly or exactly, leaving no remainder.
a rate for one of something
those that can be simplified or reduced to the same value.
a result obtained by dividing one quantity by another
is said to be the initial point or the starting point from where we begin our calculations or measurements.
a set of numbers that contain operations and can contain a variable
Tending or having the power to multiply
the reciprocal of any quantity can be defined as 1 divided by that quantity
the repeated addition of groups of equal sizes
an assignment of values to the unknown variables that makes the equality in the equation true.

24 Clues: a number without fractions • a rate for one of something • a number that is not a fraction • the number that is being divided • Tending or having the power to multiply • the repeated addition of groups of equal sizes • a quantity that can be changed and is not fixed. • a result obtained by dividing one quantity by another • ...

Audrina vocab 2024-05-07

Across

proportionality the constant value relating amounts that rise or fall uniformly together.
Shown as an amount, or as a percentage of the price the retailer paid.
compares a number of parts of a whole to other parts in the whole.
is the steepness and direction of a line as read from left to right.
change between an old value and its new value, expressed as a percentage of the old value.
comparison in two measurements in which one of terms has a value of 1.
Compares an approximation or estimate to an exact value in percentage terms.
Two angles are adjacent if they have a common side and a common vertex.
A technique used to calculate the proportion of interest paid on a sum over a set time period at a set rate.
a number between 0 and 1 that indicates
The amount of square covering the outside of a three-dimensional shape.
two angles are called congruent angles if they have the same exact measure.
The probability of an event actually happening
chance or likelihood of an event happening.
The amount of money borrowed or invested on which is calculated.
When the sides are the same lengths
to work out a problem

Down

An enlarged or reduced drawing that is proportional to the original object.
A ratio between two measurements using different units. Ex: births per year
Two ratios or two fractions are equal value.
reduction in the normal price.
The ratio of corresponding sides on two similar figures.
Two angles whose sum is 90 degrees
Two angles whose sum is 180 degrees.
Each of the pairs of opposite angles made by two intersecting lines.
The relative change between its old value and its new value.
occurs when things are not equal.
is a fee paid for borrowing money or other assets.

28 Clues: to work out a problem • reduction in the normal price. • occurs when things are not equal. • Two angles whose sum is 90 degrees • When the sides are the same lengths • Two angles whose sum is 180 degrees. • a number between 0 and 1 that indicates • chance or likelihood of an event happening. • Two ratios or two fractions are equal value. • ...

Révision de fin d'année 2015-05-30

Révision de fin d'année crossword puzzle

Across

3 et -3 sont des nombres …
Mesure de la surface intérieure d’une figure.
Polygone à 4 côtés.
23,4957 arrondi au … donne 23,496
Le produit ou le quotient de deux nombres entiers de même signe est …
Fraction dont le dénominateur est 100
Quadrilatère ayant au moins une paire de côtés parallèles.
Droites qui se croisent.
Segment qui relie le centre à un point sur le cercle.
Propriété de l’addition et de la multiplication qui permet de changer l’ordre des nombres pour en faciliter le calcul.
Pour additionner et soustraire des fractions, celles-ci doivent posséder le même …
Lorsque deux droites parallèles sont coupées par une sécante, les angles alternes-internes, les angles alternes-externes et les angles … sont isométriques
Ordre entre les nombres : du plus grand au plus petit
Partie d’un cercle.
Deux angles sont … si la somme de leur mesure est de 180°
Comparaison entre deux quantités de nature différente.
La somme des mesures des angles intérieurs d’un … est de 180°
Un rapport est une comparaison entre deux quantités de … nature.
Droites qui se croisent à angles droits.
Angle mesurant entre 180° et 360°
Segment qui relie deux sommets non-consécutifs d’un polygone.
Nombre qui occupe la position d’en haut dans une fraction.
Un nombre est divisible par neuf si la somme de ses chiffres forme un nombre divisible par …
Plus longue corde d’un cercle.
Demi-droite qui partage un angle en deux angles isométriques
Un nombre est divisible par … s’il est divisible par trois et par quatre
Surface intérieur d’un cercle.
Résultat d’une division.
Dans la multiplication, les 2 nombres à multiplier ensemble.
Angle mesurant 90°
Les angles opposés par le sommet sont …
Dix centaines de million.
Dans une proportion, le produits des … est égal au produit des extrêmes.
Mesure du contour d’une figure plane.
Lorsqu’une fraction est plus grande que 1, on peut l’écrire sous la forme d’un nombre …
Pour diviser des nombres décimaux, il faut multiplier le dividende et le diviseur par une puissance de 10 de façon à ce que le … devienne un nombre entier
Résultat d’une exponentiation.
Droites qui ne se toucheront jamais même si on les prolonge.
Quadrilatère ayant 4 côtés isométriques.
Dix mètres.

Down

Le produit ou le quotient de deux nombres entiers de signes contraires est …
Partie d’un disque comprise entre 2 rayons.
Le nombre par le quel on divise dans une division.
Le résultat d’une soustraction.
Opération qui consiste à multiplier un nombre par lui-même un certain nombre de fois
Angle mesurant entre 90° et 180°
Taux dont le dénominateur est 1.
Deux angles sont … si la somme de leur mesure est de 90°
Deux angles qui ont un sommet et un côté en commun et ils sont situés de part et d’autre de ce côté commun.
Lorsqu’un nombre est affecté de l’exposant 3, on dit qu’il est au …
Angle mesurant 360°
Unité de mesure pour un angle
Égalité entre deux rapports ou deux taux.
Droite perpendiculaire à un segment et en son milieu
Quadrilatère ayant deux paires de côtés parallèles.
Propriété de l’addition et de la multiplication qui permet d’associer les nombres pour en faciliter le calcul.
Quadrilatère ayant 4 angles droits.
Le résultat d’une multiplication.
Angle mesurant 0°
Dans la division, le nombre qui se fait diviser.
Il faut toujours … les fractions !
Un dixième de kilomètre.
Une taxe est une … du prix initial.
Angle mesurant entre 0° et 90°
Le cerf-volant a deux paires de côtés … isométriques.
Lorsqu’un nombre est affecté de l’exposant 2, on dit qu’il est au …
Périmètre d’un cercle.
Angle mesurant 180°
Un rabais est une … du prix initial.
Ligne courbe fermée dont tous les points sont à égale distance du centre.
Dans un nombre décimal, elle sépare la partie entière de la partie décimale.
Un nombre … possède exactement deux diviseurs
Le résultat d’une addition.

73 Clues: Dix mètres. • Angle mesurant 0° • Angle mesurant 90° • Polygone à 4 côtés. • Partie d’un cercle. • Angle mesurant 360° • Angle mesurant 180° • Périmètre d’un cercle. • Droites qui se croisent. • Un dixième de kilomètre. • Résultat d’une division. • Dix centaines de million. • 3 et -3 sont des nombres … • Le résultat d’une addition. • Unité de mesure pour un angle • ...

Mid Term 2022-12-15

Across

the angles which occupy the same relative position at each intersection where a straight line crosses two others. If the two lines are parallel, the corresponding angles are equal.
based on or in accordance with reason or logic.
Two angles that are exterior to the parallel lines and on the same side of the transversal line are called same-side exterior angles.
is when a shape or pattern is reflected
a type of transformation that takes each point in a figure and slides it the same distance in the same direction
are the angles formed when a transversal intersects two coplanar lines
intersecting a system of lines.
A number without fractions; an integer.
the longest side of a right triangle, opposite the right angle.
Positive or negative, large or small, whole numbers, fractions or decimal numbers are all Real Numbers.
the number which produces a given number when cubed
each of the pairs of opposite angles made by two intersecting lines.
are formed when two lines intersect each other at a single point
in agreement or harmony.
A Pythagorean triple consists of three positive integers a, b, and c, such that a2 + b2 = c2.
Scientific notation is a way of writing very large or very small numbers.
Corresponding sides and angles are a pair of matching angles or sides that are in the same spot in two different shapes
a theorem attributed to Pythagoras that the square of the hypotenuse of a right triangle is equal to the sum of the squares of the other two sides.

Down

the product of a rational number multiplied by itself.
The square root of a number is defined as the value, which gives the number when it is multiplied by itself.
A cylinder's volume is π r² h
Pair) An ordered pair contains the coordinates of one point in the coordinate system.
(of a number, quantity, or expression) not expressible as a ratio of two integers, and having an infinite and nonrecurring expansion when expressed as a decimal. Examples of irrational numbers are the number π and the square root of 2.
A perfect cube of a number is a number that is equal to the number, multiplied by itself, three times. If x is a perfect cube of y, then x = y3.
a process by which one figure, expression, or function is converted into another that is equivalent in some important respect but is differently expressed or represented
is a transformation, which is used to resize the object.
A positive whole number (1, 2, 3, etc.), sometimes with the inclusion of zero.
a straight line passing from side to side through the center of a body or figure, especially a circle or sphere.
Raised to a power. A quantity representing the power to which a given number or expression is to be raised, usually expressed as a raised symbol beside the number or expression
The formula for the volume of a sphere is V = 4/3 π r³, where V = volume and r = radius.
resembling without being identical
The formula for the volume of a cone is V=1/3hπr².
is the pair of angles that are formed on the outer side of the parallel lines but on the opposite side of the transversal.
the throwing back by a body or surface of light, heat, or sound without absorbing it.
defined as the ratio between the scale of a given original object and a new object, which is its representation but of a different size (bigger or smaller).
bring the different elements of (a complex activity or organization) into a relationship that will ensure efficiency or harmony.
A number that is not a fraction; a whole number.
The square root of a number is defined as the value, which gives the number when it is multiplied by itself
(especially of change or action) relating to or affecting the fundamental nature of something; far-reaching or thorough.
the action of rotating around an axis or center.

40 Clues: in agreement or harmony. • A cylinder's volume is π r² h • intersecting a system of lines. • resembling without being identical • is when a shape or pattern is reflected • A number without fractions; an integer. • based on or in accordance with reason or logic. • A number that is not a fraction; a whole number. • the action of rotating around an axis or center. • ...

Chapter 4 Vocabulary 2020-12-17

Across

The divisor is the number by which another number (the dividend) is divided. It is placed outside the long division sign.
How much of something is being used in a recipe.
How and when to combine the ingredients.
Part per 100. Percentages are a particularly important mathematical operation in foodservice operations.
A group of workstations using the same or similar equipment for related tasks.
A scale that measures the pressure placed on the spring.
The most commonly used system of measurement in the United States is based on customary units. Some examples of these customary units are ounces, teaspoons, tablespoons, cups, pints, and gallons.
Larger numbers are divided using a combination of division and subtraction. The dividend is the number being divided and is placed inside the long division sign.
A written record of the ingredients and preparation steps needed to make a particular dish.
The lower portion of a fraction.
Desired yield ÷ Original yield = Conversion factor, the number by which to multiply the ingredients.
Based on multiples of 10 and includes milliliters, liters, milligrams, grams, and kilograms. The metric system is the standard system used in many parts of the word, outside of the United States.
A term that indicates that a person is responsible for the choices he or she makes.
The number of servings that are needed.
A process that removes lumps from an ingredient and gives it a smoother consistency.
Recipes for institutional use.
The smallest number that both denominators can be divided into evenly.

Down

Used to measure fat by combining fat with water in a liquid measuring cup. First, do some math: subtract the amount of fat to be measured from one cup. The difference is the amount of water to pour into the measuring cup.
Having consideration for oneself and others.
The amount of space an ingredient takes up.
A list of food items showing the expected, or average, shrinkage from AP amount to EP amount.
Used to measure fat by packing the fat down into a cup, pressing firmly to remove air bubbles. Level off the top.
Also called a balance beam. The weight of the item is placed on one end and the product is placed on the other end until the beam balances.
The amount of a product before it has been trimmed and cut and before being used in recipes.
A technique often used when subtracting large numbers. If a digit in one column is too large to be subtracted from the digit above it, then 10 is borrowed from the column immediately to the left.
The individual amount that is served to a person.
One who has studied and continues to study the art of cooking.
May include amounts of fat (saturated and unsaturated), carbohydrates, protein, fiber, sodium, vitamins, and minerals.
The measurement of an item’s resistance to gravity. Weight is expressed in ounces and pounds.
A work area in the kitchen dedicated to a particular task, such as broiling or salad making.
The same amount expressed in different ways by using different units of measure.
All the sensations produced by whatever is in the mouth, but mostly food’s aroma and taste.
Accounting for the weight of the container in which the item is located when correctly weighing an item.
French for “to put in place;” the preparation and assembly of ingredients, pans, utensils, and equipment or serving pieces needed for a particular dish or service.
The amount left after vegetables have been trimmed and cut, and before being used in recipes.
A scale that measures resistance electronically.
Also called a baker’s scale. The weight of the item is placed on one end and the product is placed on the other end until the beam balances.
Fractions in which the denominators are the same.
Used to measure fat that comes in 1/4-pound sticks, such as butter or margarine. The wrapper is marked in tablespoons and in fractions of a cup.
The upper portion of a fraction.
One of the five basic tastes – salt, sour, bitter, sweet, and umami (or savory).
The number of servings or the amount the recipe makes.

42 Clues: Recipes for institutional use. • The lower portion of a fraction. • The upper portion of a fraction. • The number of servings that are needed. • How and when to combine the ingredients. • The amount of space an ingredient takes up. • Having consideration for oneself and others. • How much of something is being used in a recipe. • ...

Calc 2023-06-12

Across

approximating a function’s value at a point using the tangent line at a nearby point
the acronym for the theorem that states that for a continuous function f from a to b with value L between f(a) and f(b), there must be a value x=c such that f(c) = N.
growth, this process uses the formula: P = P0e^rt
a series is ___ convergent if it always converges
Acronym for the two theorems that relate derivatives and integrals with each other
this type of growth has a growth rate and carrying capacity
if f and g are continuous functions of t, the functions x = f(t) and y= g(t) are ___
differentiation, the process used to differentiate each side of an equation with two variables by treating one of the variables as a function of the other
type of definite integral that has at least one limit that approaches infinity
a method to find the volume of an object of revolution using the formula (R(x)2-r(x)2)dx
a finite ordered list of numbers
sum, an approximation of an integral by dividing it into summable sections
min, a point where the function’s derivative is 0 and changes from negative to positive
substitution, The process for integration by replacing a part of the function with a variable
the name of the type of error bound used to approximate the maximum error of a Taylor polynomial
a method to find the volume of an object of revolution by slicing it parallel to the axis of revolution
quantities that express both magnitude and direction
series, a function expressed as an infinite sum of its derivatives at a single point.
feature of a graph relating to the rate of change of a function’s derivative
the derivative of velocity
by parts, a method used to integrate functions that are products of two simpler functions
a method to find the volume of an object of revolution using the formula R(x)2dx
reduction, this method is used to rewrite expressions involving trigonometric terms with trigonometric terms of smaller powers
Rule, a rule that helps to find the limit of indeterminate forms
the equation for ___ is (dxdt)2+(dydt)2
an equation that relates a function and its derivatives.
two functions f and g are ___ if f(g((x)) = g(f(x))

Down

Rule, a rule that helps to find the derivative of composite functions
the process of finding maximum and minimum values given constraints
When f '(x) changes from increasing to decreasing or decreasing to increasing, f(x) has a ___
the distance between two points along a section of a curve
a series in which every other term is negative
the nth term test checks for ___
the p-series test checks for ___
a rule to find the derivative of two functions multiplied together
the function is ___ if you can find its derivative at all points
a series that increases/decreases by a constant factor
max, a point where the function’s derivative is 0 and changes from positive to negative
a taylor series centered around zero
Law of Cooling, This person’s law states that the rate of heat loss of an object is directly proportional to the difference in the temperatures between itself and its environment.
sections, the volume of an object of revolution is found using the sum of the areas of the ___ of the shape
fractions, the fractions used for the decomposition of a rational expression
rates, finding a rate of change of a quantity with respect to another quantity’s ROC
a function is ___ at a if the limit exists at a, the function is defined at a, and they have the same value
the slope of a line that is tangent to a specific function's curve
of change, the speed at which one quantity is changing with respect to another quantity
the value that a function approaches as the input approaches some value.
graphical representations of the solutions to a differential equation
a series is ___ convergent if it converges only sometimes
the derivative of position

50 Clues: the derivative of velocity • the derivative of position • the nth term test checks for ___ • the p-series test checks for ___ • a finite ordered list of numbers • a taylor series centered around zero • the equation for ___ is (dxdt)2+(dydt)2 • a series in which every other term is negative • growth, this process uses the formula: P = P0e^rt • ...

FANTASTIC MATH!!! 2018-02-17

Across

A set of data is arranged in the order of small to large (or from large to small) and the number in the middle ( or the average of the two data in the middle).
A point on a line that is in the middle.
There are at least two equal sides.
The position of each digit in a number.
When a line is perpendicular to another line, the angle between them is a ( ).
A straight line that is draw from top to the bottom.
It refers to the data with the number which appeared most of the time in the set of data. A set of data can have muliple modes, or it can have no mode.

Down

The number that is written behind in the multiplication formula.
The fraction that the numerator is smaller than the denominator.
It is also a form of improper fraction, and the mixed fraction contains two parts: the integral part and the fraction part.
It is the number that is multiplied in the multiplication formula, it always at the front of the equation.
It is a kind of arithmetic which shows the difference between two numbers.
It generally refers to the angle between the two sides of a triangle which is the ( ) angle to the third side.
It is a shortcut that adds up the same number.
A number that does not contain fractions or decimals, that can be zero and a natural number with a plus or minus sign.
It is the sum of all the data in a set of data divided by the number of data.

16 Clues: There are at least two equal sides. • The position of each digit in a number. • A point on a line that is in the middle. • It is a shortcut that adds up the same number. • A straight line that is draw from top to the bottom. • The number that is written behind in the multiplication formula. • The fraction that the numerator is smaller than the denominator. • ...

Polynomial Vocabulary Crossword Puzzle 2024-01-06

Polynomial Vocabulary Crossword Puzzle crossword puzzle

Across

expressing the polynomial as a product of two or more factors, the reverse process of multiplying
the behavior of the graph of f(x) as x approaches positive infinity or negative infinity of a polynomial function
a fixed curve which a generatrix maintains a given relationship in generating a geometric figure, the fixed line
highest point on the graph around the point where the function changes direction from increasing to decreasing
the set of values that we are allowed to plug into our function
the point of intersection of the parabola and the axis of symmetry
the largest factor that all the numbers share in a set of numbers
the smallest number divisible by all denominators of the given set of fractions
a point used to construct a conic section and where the parabola intersects the axis

Down

a polynomial that can be expressed as the square of a binomial, where the square roots of two terms multiples by two will equal either the negative or positive version of the third term
a quotient of two polynomials or a fraction whose numerator and denominator are polynomials
the power of a number is in terms of fraction rather than an integer
an expression of more than two algebraic terms, especially the sum of several terms that contain different powers of the same variable
lowest point on the graph around the point where the function changes direction from decreasing to increasing
an algebraic expression of the sum or the difference of two terms
an equation of degree 2, which means that the highest exponent of the function is 2

16 Clues: the set of values that we are allowed to plug into our function • an algebraic expression of the sum or the difference of two terms • the largest factor that all the numbers share in a set of numbers • the point of intersection of the parabola and the axis of symmetry • the power of a number is in terms of fraction rather than an integer • ...

Construction Drawings 2024-01-22

Across

A one-line drawing showing the flow path for electrical circuitry or the relationship of all parts of a system.
Precise written presentation of the details of a plan.
A qualified, licensed person who creates and designs drawings for a construction project.
The ratio between the size of a drawing of an object and the size of the actual object.
A line on a drawing with a measurement indicating length.
A dashed line showing an object obstructed from view by another object.
In drafting, the line on which an arrowhead is placed and used to identify a component.
A set of engineered drawings used to support the architectural design.
A drawing that represents a material or component on a plan.
A part of a drawing sheet that includes some general information about the project.

Down

A straightedge measuring device divided uniformly into multiples of 10 divisions per inch so that drawings can be made with decimal values. Used mainly for land measurements on site plans.
A specialized ruler used in making or measuring reduced scale drawings. The ruler is marked with a range of calibrated ratios for laying out distances, with scales indicating feet, inches, and fractions of inches. Used on drawings other than site plans.
A person who applies scientific principles in design and construction.
A straightedge measuring device divided into centimeters, with each centimeter divided into 10 millimeters. Usually used for architectural drawings and sometimes referred to as a metric architect’s scale.
A cross-sectional view of a specific location, showing the inside of an object or building.
Describes drawings that show relative positions and sizes only, without scale.

16 Clues: Precise written presentation of the details of a plan. • A line on a drawing with a measurement indicating length. • A drawing that represents a material or component on a plan. • A person who applies scientific principles in design and construction. • A set of engineered drawings used to support the architectural design. • ...

Year 11 Higher Revision 2018-03-20

Year 11 Higher Revision crossword puzzle

Across

two functions, one contained within the other
a way of sharing work according to proportions
a squared plus b squared equals c squared
what we do to fractions and expressions if we can
two equations at the same time
a number in a given number's times tables
outside of a 3D shape
two lines with the same gradient
the middle of two coordinates
algebra not equal to anything
changes the size of the shape
meets the radius of a circle at a right angle
multiply out brackets
set of instructions in boxes used in equations
the inverse of squaring
put into brackets
shapes that are enlargements of each other
probability from an experiment
multiply a number by this and the answer is always 1
bearings must have this many digits
where a graph crosses the axis
points equal distances away (shows all possible locations)
solvable algebra
bearings are measured...
form writing big and small numbers with powers of 10
a whole number
data someone else collects
describes patterns in scatter graphs
adjacent/hypotenuse
3D drawings, never with horizontal lines
expression that factorises to (x+a)(x-a)
circular diagram that shows possible combinations
your go to for work with probability
bearings are measured from..
angle in parallel lines
hcf
circumference of a circle
area of any triangle (using trig)
straight line graph
described with a vector
sequence that increases by multiplying or dividing
only has two factors
point you plot
space a 3D shape takes up
proper description of bow tie theorem
irrational number involved with square roots
data that doesn't fit
line through the centre of a circle
opposite/hypotenuse
shapes that are exactly the same
opposite angles in a cyclic quadrilateral add to
part of a circle enclosed by the radius
set of instructions used in iteration
integer and a fraction
algebra to show things aren't equal
how a shape or graph changes
part of a circle enclosed by a chord
transformation in a number line

Down

line through a circle but not through the centre
repeated instructions on a calculator
how steep a line is
calculation after rounding to get close to the answer
need to know centre, direction and angle
outcomes that can't happen at the same time
when a decimal repeats
trig you use when working with 2 angles
longest side in a right angled triangle
gradients are the negative reciprocal
space a 2D shape takes up
IQR often used with cumulative frequency diagrams
sin90
data you collect
write a quadratic in the form (ax+b)^2 +c
angle in parallel lines
describes size of enlargement
a number multiplied by itself
important value you round to
events that don't affect each other
smiley/sad face graph
line from circumference to the centre of a circle
a number that divides into a given number
a number multiplied by itself three times
lcm
sequence that increases by adding or subtracting
algebra that is always true
cos90
area of a circle
top heavy fraction
trigonometry in right angled triangles
an accurate guess
out of 100
you substitute values into this
percentage problem that shows change over time
formula for area is 1/2h(a+b)
if a value has been rounded we state these
what a completed square shows you on a graph
angle relating to 360/n
the inverse of cubing
triangle with 2 equal sides and 2 equal angles
cut a line in half
trig you use when working with 1 angle
all possible outcomes
the opposite
when fractions are equal
describes direction usually used in navigation
used in rotational symmetry
part of the circumference

107 Clues: lcm • hcf • sin90 • cos90 • out of 100 • the opposite • a whole number • point you plot • data you collect • solvable algebra • area of a circle • put into brackets • an accurate guess • top heavy fraction • cut a line in half • how steep a line is • adjacent/hypotenuse • straight line graph • opposite/hypotenuse • only has two factors • outside of a 3D shape • multiply out brackets • smiley/sad face graph • ...

Let's Recall 2018-10-08

Across

It indicates how many copies of the base are multiplied together.
An equation/function between two variables that gives a straight line when plotted on a graph.
An equation/function is in the form f(x)=b^x in which the argument x occurs as an exponent. A function of the form where c is a constant.
An equation/function that contains fractions with xs in the numerator, denominator or both.

Down

A point where two or more curves, lines, or edges meet.
The largest exponent the variable has in a polynomial with one variable.
An equation/function having the form ax^2+bx+c=0 where x represents an unknown, and a, b, and c represent known numbers such that a is not equal to 0.
A plane with a rectangular coordinate system that associates each point in the plane with a pair of numbers.
The study of mathematical symbols and the rules for manipulating these symbols; it is a unifying thread of almost all of mathematics. It includes everything from elementary equation solving to the study of abstractions such as groups, rings, and fields.
A real number x that is also be called a solution. It satisfies the equation, meaning . It is easy to see that the roots are exactly the x-intercepts of the any function.

10 Clues: A point where two or more curves, lines, or edges meet. • It indicates how many copies of the base are multiplied together. • The largest exponent the variable has in a polynomial with one variable. • An equation/function that contains fractions with xs in the numerator, denominator or both. • ...

Fourth Grade Math Test #10 2026-02-08

Fourth Grade Math Test #10 crossword puzzle

Across

multiples that are shared by two or more numbers
a symbol that stands for an object or objects in math to display data
after finding the lcd, multiply the fraction by the factor necessary to get the denominator to equal the lcd (each fraction with a different denominator at the start will be multiplied by a different factor to get the lcd)
add the whole numbers, add the numerators of the fractions keeping the denominators the same, ensure fraction is in lowest terms

Down

multiply the ones of the multiplier (bottom number) by each number of the multiplicand (top number), drop a zero and put an x in it to mark the place value then multiply the tens of the multiplier by each number of the multiplicand, repeat and add a zero each time you move to the next place value of the multiplicand until each multiplier has been calculated
find common multiples, then narrow it down to least common multiple, which will give you the lcd
numbers you say when you skip count. Multiples of 2 are: 2,4,6,8,...
A graph of data where the entire circle represents the whole or 100%
lcm, the smallest multiple shared by two or more numbers

9 Clues: multiples that are shared by two or more numbers • lcm, the smallest multiple shared by two or more numbers • numbers you say when you skip count. Multiples of 2 are: 2,4,6,8,... • A graph of data where the entire circle represents the whole or 100% • a symbol that stands for an object or objects in math to display data • ...

Math 2022-07-28

Across

to combine one or more numbers

Down

fractions are just a fancy ___ problem

2 Clues: to combine one or more numbers • fractions are just a fancy ___ problem

Mathematics 2021-06-28

Across

multiplication division addition algebra probability geometry statistics decimals fractions

Down

time operations numbers percentages

2 Clues: time operations numbers percentages • multiplication division addition algebra probability geometry statistics decimals fractions

Topic 7 – Organic Chemistry 2021-11-17

Topic 7 – Organic Chemistry crossword puzzle

Across

water and carbon dioxide are the only products of the complete combustion of a hydrocarbon.
A method of separating a mixture of substances according to their different boiling points. Commonly used to separate crude oil into different fractions.
Long-chain hydrocarbons are heated to turn them into a gas. The hydrocarbon vapour is then mixed with steam and heated to a very high temperature which caused them to split into smaller molecules.
The most common hydrocarbon found in crude oil.
Molecules that are made up of hydrogen and carbon atoms only.
A chain of amino acids.
Large long-chain molecules made up of lots of small monomers joined together by covalent bonds.

Down

Long-chain hydrocarbons are heated to turn them into a gas. The vapour is then passed over a hot powdered aluminium oxide catalyst. The long chain molecules split apart on the surface of the catalyst.
Contain the functional group –OH.
A chemical process by which molecules such as glucose are broken down anaerobically. Ethanol is produced when sugar solutions are fermented using yeast.
Combustion of hydrocarbon fuels releases energy. During combustion, the carbon and hydrogen in the fuels are oxidised.
A process that involves breaking down larger hydrocarbons to produce smaller more useful molecules.
Hydrocarbons with a double bond between two of the carbon atoms.They have the general formula CnH2n+2
A finite resource found in rocks. It is the remains of an ancient biomass consisting mainly of plankton that was buried in mud. Most of the compounds in crude oil are hydrocarbons.

14 Clues: A chain of amino acids. • Contain the functional group –OH. • The most common hydrocarbon found in crude oil. • Molecules that are made up of hydrogen and carbon atoms only. • water and carbon dioxide are the only products of the complete combustion of a hydrocarbon. • ...

decimals 2023-12-13

Across

decimal 2.fractions 3.units 4.cipher

Down

digit 2. figure 3. whole number

2 Clues: digit 2. figure 3. whole number • decimal 2.fractions 3.units 4.cipher

Final (Math) 2022-05-05

Across

rational linear equations slope pythagorean squareroot

Down

exponets translations reflections angles parallel dilations coordinate

2 Clues: rational linear equations slope pythagorean squareroot • exponets translations reflections angles parallel dilations coordinate

Ana Borges <3 2023-11-29

Across

Property multiplying the sum of two or more addends by a number will give the same result as multiplying each addend individually by the number and then adding the products together
Inverse a number that, when added to original number the sum of 0.
manifolds, the product result of one number multiplied by another number.
Property when more than two numbers are added or multiplied , the result the remains the same, irrespective of how they are grouped.
Property numbers on which we operate can be moved or swapped from their position without making any difference to the answer.
Property is a property that applies to a group of numbers in the form of a set. It cannot be applied to any individual number only. It is named identity property because when applied to a number, the number keeps its ‘identity.’ The identity property is true for all arithmetic operations.

Down

Inverse a number is a number that, when multiplied by the given. is the reciprocal of a number.
we turn the number upside down or interchange the numerator and denominator.
value of a number tells us how far a given number is from the origin on a number line.
Fraction The fractions that represent the same value but look different.
a number is number that divides the given number evenly or exactly, leaving no remainder.

11 Clues: Inverse a number that, when added to original number the sum of 0. • manifolds, the product result of one number multiplied by another number. • we turn the number upside down or interchange the numerator and denominator. • Fraction The fractions that represent the same value but look different. • ...

6th Grade Ratios 2025-12-01

Across

A contextual-based problem that can be interpreted, represented, and analyzed through the application of mathematics
A comparison of two quantities that shows their sizes in relation to one another
A number that uses a decimal point followed by digits that show a value smaller than one, in powers of ten that decrease; a number with one or more digits to the right of the decimal point
A chart that uses rows and columns to organize information
A special ratio that compares a number to 100 using the percent symbol, %; a rate per 100
A standard amount that is used to measure
A rate with a denominator of 1 that shows how many units of the first type correspond to one unit of the second type
The ratio of corresponding side lengths in a scale drawing to those of the original figure
A system of measurement used in the United States that includes units for measuring length, capacity, weight, and temperature

Down

A number or amount; an amount that tells how much
A relationship between one part of a whole and the total number of parts in the whole
A visual representation of data
A type of ratio where the quantities have two different units
A relationship between one part of a whole and another part of a whole
The solution when dividing two numbers; the answer to a division problem; the result of the division of one quantity by another quantity
One of two main systems of measurement—the metric system and the standard or customary system, each of which uses different units to measure distance, mass, and volume
Two fractions or ratios that are equal in value; a type of equation that shows that two ratios are equal
A number that shows a part of a whole or part of a set
A measurement system used worldwide and in the field of science, based on powers of ten

19 Clues: A visual representation of data • A standard amount that is used to measure • A number or amount; an amount that tells how much • A number that shows a part of a whole or part of a set • A chart that uses rows and columns to organize information • A type of ratio where the quantities have two different units • ...

Probability 2018-06-14

Across

Equally likely outcomes are two or more results that have the same chance of occurring.
If an experiment was performed and an event did not occur, then the complement definitely occurred.
If all the outcomes in the sample space are divided into two events, they are complementary events.
When an experiment is performed one or more times, each occurrence is called a trial. The example given indicates 50 trials of a single-step experiment.
Events are non-mutually exclusive if they share one or more outcomes. In the given example, the outcome 5 is shared.
The probability is 50% or 0.5 or 21
Outcomes are favourable if they are part of some desired event.
The sum of the probabilities of all the outcomes of a chance experiment is 1 (or 100%).
The probability is 0% or 0.
The probability is 100% or 1.
A chance experiment is an activity that may produce a variety of different results which occur randomly. The example given is a single-step experiment.
found using a large number of trials. This is called the experimental probability. If the number of trials is large, the experimental probability should be very close to that of the theoretical.

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Sometimes it is difficult or impossible to calculate a theoretical probability, so an estimate can
The sample space is the set of all possible outcomes of an experiment. It is usually written inside braces, as shown in the example.
An outcome is one of the possible results of a chance experiment.
Two or more events are mutually exclusive if they share no outcomes.
A compound event is a collection of two or more outcomes from the sample space of a chance experiment.
Probabilities can be expressed as fractions, decimals and percentages.
An event is either one outcome or a collection of outcomes. It is a subset of the sample space.

19 Clues: The probability is 0% or 0. • The probability is 100% or 1. • The probability is 50% or 0.5 or 21 • Outcomes are favourable if they are part of some desired event. • An outcome is one of the possible results of a chance experiment. • Two or more events are mutually exclusive if they share no outcomes. • ...

MATHEMATICIANS 2013-04-19

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a German mathematician, best known as the inventor of set theory, which has become a fundamental theory in mathematics.
a Greek mathematician, often referred to as the "Father of Geometry".
a French philosopher, mathematician, and writer who spent most of his adult life in the Dutch Republic.
a Greek mathematician, physicist, engineer, inventor, and astronomer.
an English physicist and mathematician who is widely regarded as one of the most influential scientists of all time and as a key figure in the scientific revolution.
an Ionian Greek philosopher, mathematician, and founder of the religious movement called Pythagoreanism.
a classical Greek Athenian philosopher.
a French mathematician, physicist, inventor, writer and Christian philosopher. He was a child prodigy who was educated by his father, a tax collector in Rouen.
a German mathematician, who made fundamental contributions to elliptic functions, dynamics, differential equations, and number theory.

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a German mathematician and philosopher.
a pioneering Swiss mathematician and physicist.
an influential German mathematician who made lasting contributions to analysis, number theory, and differential geometry, some of them enabling the later development of general relativity.
a Indian mathematician and astronomer who wrote many important works on mathematics and astronomy.
an Indian mathematician and autodidact who, with almost no formal training in pure mathematics, made extraordinary contributions to mathematical analysis, number theory, infinite series, and continued fractions.
born Giuseppe Luigi Lagrancia.
a French lawyer at the Parlement of Toulouse, France, and an amateur mathematician who is given credit for early developments that led to infinitesimal calculus, including his technique of adequality.
a Norwegian mathematician who proved the impossibility of solving the quintic equation by radicals.
a German-born theoretical physicist who developed the general theory of relativity, one of the two pillars of modern physics.
one of the many prominent mathematicians in the Bernoulli family.

19 Clues: born Giuseppe Luigi Lagrancia. • a German mathematician and philosopher. • a classical Greek Athenian philosopher. • a pioneering Swiss mathematician and physicist. • one of the many prominent mathematicians in the Bernoulli family. • a Greek mathematician, often referred to as the "Father of Geometry". • ...

Math Vocab Crossword! 2023-12-04

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number that, when used in an operation with another number, results in the same number
The meaning of the word “inverse” is something opposite in effect. The multiplicative inverse of a number is a number that, when multiplied by the given number, gives 1 as the product. By multiplicative inverse definition, it is the reciprocal of a number.
the sum of a number and its additive inverse is always 0
Fractions represent equal parts of a whole or a collection. A fraction has two parts.
A factor of a number is a number that divides the given number evenly or exactly, leaving no remainder.

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multiplying the sum of two or more addends by a number will give the same result as multiplying each addend individually by the number and then adding the products together.
The property holds for Addition and Multiplication, but not for subtraction and division.
The basic definition of multiple is manifold. In math, the meaning of a multiple is the product result of one number multiplied by another number.
So, what is the meaning of reciprocal in math? How to find the reciprocal of a number? Simply divide 1 by the given number. In other words, we turn the number upside down, or interchange the numerator and denominator.
how far a number on a number line is from 0
the result remains the same, irrespective of how they are grouped.

11 Clues: how far a number on a number line is from 0 • the sum of a number and its additive inverse is always 0 • the result remains the same, irrespective of how they are grouped. • Fractions represent equal parts of a whole or a collection. A fraction has two parts. • number that, when used in an operation with another number, results in the same number • ...

5th Grade - Unit 6 Vocabulary 2022-01-12

5th Grade - Unit 6 Vocabulary crossword puzzle

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the part of a fraction written above the fraction bar that tells the number of fractional parts specified or being considered
a number in the base-10 place value system used to represent a quantity that may include part of a whole and is recorded with a decimal point separating the whole from the part
a number that is composed of a whole number and a fraction
the least common multiple of the denominators of two or more fractions
a number in the form A over B where a and b are whole numbers and a < b where b is not equal to zero
a fraction in the form 1 over B

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reasoning to determine an approximate value
a number in the form A over B where a and b are whole numbers and b is not equal to zero. Used to name part of a whole. Also represents division.
the part of a fraction written below the fraction bar that tells the total number of equal parts in a whole or set
a method for estimating a number by increasing or retaining a specific place value digit according to specific rules and changing all trailing digits to zero
a number in the form A over B where a and b are whole numbers and a > b where b is not equal to zero

11 Clues: a fraction in the form 1 over B • reasoning to determine an approximate value • a number that is composed of a whole number and a fraction • the least common multiple of the denominators of two or more fractions • a number in the form A over B where a and b are whole numbers and a > b where b is not equal to zero • ...

Rise crossword 2023-12-07

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polynomial function that maps every element to itself. So, the image of any element is the element itself. It is a function in which the output is the same as the input.
a number is a number that, when multiplied by the given number, gives 1 as the product
number is a number that, when added to the original number, gives the sum of 0. In simple words, the sum of a number and its additive inverse is always 0.
Fractions represent equal parts of a whole or a collection. A fraction has two parts. The number on the top of the line is called the numerator which tells how many equal parts of the whole or collection are taken.
number is a number that divides the given number evenly or exactly, leaving no remainder.

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multiplying the sum of two or more addends by a number will give the same result as multiplying each addend individually by the number and then adding the products together.
states that the numbers on which we operate can be moved or swapped from their position without making any difference to the answer
product result of one number multiplied by another number.
meaning “returning” or “alternating.”
number tells us how far a given number is from the origin on a number line.
regardless of how numbers are grouped, the final sum of the numbers will remain the same.

11 Clues: meaning “returning” or “alternating.” • product result of one number multiplied by another number. • number tells us how far a given number is from the origin on a number line. • a number is a number that, when multiplied by the given number, gives 1 as the product • regardless of how numbers are grouped, the final sum of the numbers will remain the same. • ...

Fractions/ Decimals Crossword puzzle 2022-02-14

Fractions/ Decimals Crossword puzzle crossword puzzle

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0.3= 3/10 is 3 _____.
9/10 is ___ to .9
1/3 is more than 1/4. Yes or No

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.34= 34/100 is 34 ______.
1/2 is the same as 4/8. Yes or No.

5 Clues: 9/10 is ___ to .9 • 0.3= 3/10 is 3 _____. • .34= 34/100 is 34 ______. • 1/3 is more than 1/4. Yes or No • 1/2 is the same as 4/8. Yes or No.

Algebra Cross Word Puzzle 2024-05-07

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of symmetry: A line that you can flip (or reflect) a graph across that results in the same graph.
like terms: Using the distributive law to add any two multiples of an expression such as x. For example, you can simplify 4x+5x into 9x.
value: The distance a number is from 0.
law of multiplication: For any three numbers a, b, and c, it is always true that (a(b))(c)=a(b(c)).
plot: A box with “whiskers” showing the median, quartiles, and extremes (least and greatest values) of a collection of data values.
A number that is raised to a power.
A constant that a variable or expression is multiplied by.

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denominators: Multiplying both sides of an equation by some nonzero number that turns all the fractions in the equation into integers.
function: ceiling(x) is the closest integer which is greater than or equal to x.
sequence: A sequence of numbers in which each number can be computed by adding the same amount to the previous number.
fit line: When the points on a grid are not all on a straight line, but seem to have a somewhat linear pattern, you can find a line that is the “best fit” (closest) to the points.
The study of mathematical symbols and the rules for manipulating those symbols.
law of addition: For any three numbers a, b, and c, it is always true that (a+b)+c=a+(b+c).
grid: A grid used to illustrate values of algebraic expressions.
even: Have a profit of zero (that is, make exactly as much money as you spend).
ratio: In a geometric sequence, the amount that each number can be multiplied by to get the next number.
difference: In an arithmetic sequence, the amount that can be added to each number to get the next one.

17 Clues: A number that is raised to a power. • value: The distance a number is from 0. • A constant that a variable or expression is multiplied by. • grid: A grid used to illustrate values of algebraic expressions. • The study of mathematical symbols and the rules for manipulating those symbols. • ...

Crosswod Puzzle about Variations and Radicals 2023-06-26

Crosswod Puzzle about Variations and Radicals crossword puzzle

Across

A value that remains unchanged throughout an equation or mathematical relationship.
The process of simplifying a radical involves finding the simplest form by reducing the radicand or rationalizing the denominator.
The number written above the radical symbol, indicating which root is being taken (e.g., the index of a square root is 2).
The number or expression under the radical symbol (the square root or cube root sign) is referred to as the radicand.
The process of eliminating radicals from the denominator of a fraction by multiplying the numerator and denominator by an appropriate expression.
A statement that two ratios or fractions are equal to each other.
A type of variation involving more than two variables, where the outcome depends on the simultaneous variation of multiple factors.
Root The square root of a number is a value that, when multiplied by itself, gives the original number.
A number that cannot be expressed as a fraction or ratio of two integers is considered irrational. Irrational numbers have non-repeating, non-terminating decimal representations.
A number written as a superscript that indicates how many times a base should be multiplied by itself (e.g., in √x, the exponent is 1/2).

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A mathematical relationship where a quantity changes both directly and inversely with multiple variables.
A relationship between two variables where their values increase or decrease proportionally.
A relationship between two variables where their values change inversely or opposite to each other.
An equation containing one or more radical expressions.
Root The cube root of a number is a value that, when multiplied by itself twice, gives the original number.

15 Clues: An equation containing one or more radical expressions. • A statement that two ratios or fractions are equal to each other. • A value that remains unchanged throughout an equation or mathematical relationship. • A relationship between two variables where their values increase or decrease proportionally. • ...

Activity #6 2021-11-29

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when there are parallel lines with a transversal,the pair of angles are on opposite sides of the transversal and are outside the parallel lines.
Pair of supplementary angles created when parallel lines are cut by a transversal and are inside the parallel lines and on the same side of thetransversal.
Pair of supplementary angles created when parallel lines are cut by a transversal and are outside the parallel lines and on the same side of thetransversal.
A transformation which a figure/object "turns" about a fixed point at a given angle.
Pairs of angles when parallel lines are cut by a transversal lie on the same side of the transversal and in the same place on their parallel line.
Numbers which cannot be represented as a simple fraction.
One of the two equal factors of a number.
Numbers which can be written as a ratio of two integers in which the denominator is not zero; All integers, fractions, mixed numbers, and percents.

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When there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are inside the parallel lines.
A transformation which "flips" a figure/object over a reflection line or mirror image.
The number of times the base is used as a factor.
A transformation which changes the size of the figure/object but not the shape; enlargement or reduction using the scale; similar images.
The mapping or movement of all the points on a figure/object in a plane.
A transformation which "slides" the figure/object; congruent images.
A rational number whose square root is a whole number.

15 Clues: One of the two equal factors of a number. • The number of times the base is used as a factor. • A rational number whose square root is a whole number. • Numbers which cannot be represented as a simple fraction. • A transformation which "slides" the figure/object; congruent images. • The mapping or movement of all the points on a figure/object in a plane. • ...

Algebra Cross Word Puzzle 2024-05-07

Across

of symmetry: A line that you can flip (or reflect) a graph across that results in the same graph.
like terms: Using the distributive law to add any two multiples of an expression such as x. For example, you can simplify 4x+5x into 9x.
value: The distance a number is from 0.
law of multiplication: For any three numbers a, b, and c, it is always true that (a(b))(c)=a(b(c)).
plot: A box with “whiskers” showing the median, quartiles, and extremes (least and greatest values) of a collection of data values.
A number that is raised to a power.
A constant that a variable or expression is multiplied by.

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denominators: Multiplying both sides of an equation by some nonzero number that turns all the fractions in the equation into integers.
function: ceiling(x) is the closest integer which is greater than or equal to x.
sequence: A sequence of numbers in which each number can be computed by adding the same amount to the previous number.
fit line: When the points on a grid are not all on a straight line, but seem to have a somewhat linear pattern, you can find a line that is the “best fit” (closest) to the points.
The study of mathematical symbols and the rules for manipulating those symbols.
law of addition: For any three numbers a, b, and c, it is always true that (a+b)+c=a+(b+c).
grid: A grid used to illustrate values of algebraic expressions.
even: Have a profit of zero (that is, make exactly as much money as you spend).
ratio: In a geometric sequence, the amount that each number can be multiplied by to get the next number.
difference: In an arithmetic sequence, the amount that can be added to each number to get the next one.

Crosswod Puzzle about Variations and Radicals 2023-06-26

Across

A value that remains unchanged throughout an equation or mathematical relationship.
The process of simplifying a radical involves finding the simplest form by reducing the radicand or rationalizing the denominator.
The number written above the radical symbol, indicating which root is being taken (e.g., the index of a square root is 2).
The number or expression under the radical symbol (the square root or cube root sign) is referred to as the radicand.
The process of eliminating radicals from the denominator of a fraction by multiplying the numerator and denominator by an appropriate expression.
A statement that two ratios or fractions are equal to each other.
A type of variation involving more than two variables, where the outcome depends on the simultaneous variation of multiple factors.
Root The square root of a number is a value that, when multiplied by itself, gives the original number.
A number that cannot be expressed as a fraction or ratio of two integers is considered irrational. Irrational numbers have non-repeating, non-terminating decimal representations.
A number written as a superscript that indicates how many times a base should be multiplied by itself (e.g., in √x, the exponent is 1/2).

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A mathematical relationship where a quantity changes both directly and inversely with multiple variables.
A relationship between two variables where their values increase or decrease proportionally.
A relationship between two variables where their values change inversely or opposite to each other.
An equation containing one or more radical expressions.
Root The cube root of a number is a value that, when multiplied by itself twice, gives the original number.

Probability 2018-06-14

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A compound event is a collection of two or more outcomes from the sample space of a chance experiment.
Sometimes it is difficult or impossible to calculate a theoretical probability, so an estimate can be found using a large number of trials. This is called the experimental probability. If the number of trials is large, the experimental probability should be very close to that of the theoretical.
the sample spaces is the set of all possible outcomes of an experiment. It is usually written inside braces, as shown in the example.
equally likely outcomes are two or more results that have the same chance of occurring
a chance experiment is an activity that may produce a variety of different results which occur randomly. The exmaple given is a single-step experiment
when an experiment is performed one or more times, each occurrence is called a trial. The example given indicates 50 trials of a single-step experiment
Outcomes are favourable if they are part of some desired event.

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Probabilities can be expressed as fractions, decimals and percentages.
If all the outcomes in the sample space are divided into two events, they are complementary events.
Two or more events are mutually exclusive if they share no outcomes.
events Events are non-mutually exclusive if they share one or more outcomes. In the given example, the outcome 5 is shared.
the probability is 100%
If all the outcomes in the sample space are divided into two events, they are complementary events.
an outcome is one of the possible result chance experiment
The sum of the probabilities of all the outcomes of a chance experiment is 1 (or 100%)
an An event is either one outcome or a collection of outcomes. It is a subset of the sample space.

16 Clues: the probability is 100% • an outcome is one of the possible result chance experiment • Outcomes are favourable if they are part of some desired event. • Two or more events are mutually exclusive if they share no outcomes. • Probabilities can be expressed as fractions, decimals and percentages. • ...

Geometry and Exponents Crossword 2021-11-28

Geometry and Exponents Crossword crossword puzzle

Across

When there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are outside the parallel lines
Pair of supplementary angles created when parallel lines are cut by a transversal and are inside the parallel lines and on the same side of the transversal
Pair of supplementary angles created when parallel lines are cut by a transversal and are outside the parallel lines and on the same side of the transversal
a transformation which a figure/object “turns” about a fixed point at a given angle
Pairs of angles when parallel lines are cut by a transversal lie on the same side of the transversal and in the same place on their parallel line
Numbers which cannot be represented as a simple fraction
One of the two equal factors of a number
Numbers which can be written as the ratio of two integers in which the denominator is not zero; All integers, fractions, mixed numbers, and percents

Down

When there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are inside the parallel lines
A transformation which “flips” a figure/object over a reflection line or mirror image
The number of times the base is used as a factor
A transformation which changes the size of the figure/object but not the shape; enlargement or reduction using the scale factor; similar images
The mapping of movement of all parts on a figure/object in a plane
A transformation which slides the figure/object; congruent images
A rational number whose square root is a whole number

15 Clues: One of the two equal factors of a number • The number of times the base is used as a factor • A rational number whose square root is a whole number • Numbers which cannot be represented as a simple fraction • A transformation which slides the figure/object; congruent images • The mapping of movement of all parts on a figure/object in a plane • ...

Quarter 2 Vocabulary Crossword Puzzle 2021-11-29

Quarter 2 Vocabulary Crossword Puzzle crossword puzzle

Across

When there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are outside the parallel lines.
Pair of supplementary angles created when parallel lines are cut by a transversal and are inside the parallel lines and on the same side of the transversal.
Pair of supplementary angles created when parallel lines are cut by a transversal and are outside the parallel lines and on the same side of the transversal.
A transformation which a figure/object "turns" about a fixed point at a given angle.
Pairs of angles when parallel lines are cut by a transversal lie on the same side of the transversal and in the same place on their parallel line.
Numbers which cannot be represented as a simple fraction.
One of the two equal factors of a number.
Numbers which can be written as the ratio of two integers in which the denominator is not zero; All integers, fractions, mixed numbers, and percents.

Down

When there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are inside the parallel lines.
A transformation which "flips" a figure/object over a reflection line or mirror image.
The number of times the base is used as a factor.
A transformation which changes the size of the figure/object but not the shape; Enlargement or reduction using the scale factor; similar images.
The mapping or movement of all the points on a figure/object in a plane.
A transformation which slides the figure/object; congruent images.
A rational number whose square root is a whole number.

15 Clues: One of the two equal factors of a number. • The number of times the base is used as a factor. • A rational number whose square root is a whole number. • Numbers which cannot be represented as a simple fraction. • A transformation which slides the figure/object; congruent images. • The mapping or movement of all the points on a figure/object in a plane. • ...

Crossword Puzzle about Variations and Radicals 2023-06-26

Crossword Puzzle about Variations and Radicals crossword puzzle

Across

A relationship between two variables where their values increase or decrease proportionally.
A type of variation involving more than two variables, where the outcome depends on the simultaneous variation of multiple factors.
A number written as a superscript that indicates how many times a base should be multiplied by itself (e.g., in √x, the exponent is 1/2).
Root The square root of a number is a value that, when multiplied by itself, gives the original number.
The process of simplifying a radical involves finding the simplest form by reducing the radicand or rationalizing the denominator.
An equation containing one or more radical expressions.
A mathematical relationship where a quantity changes both directly and inversely with multiple variables.
A statement that two ratios or fractions are equal to each other.

Down

Root The cube root of a number is a value that, when multiplied by itself twice, gives the original number.
The process of eliminating radicals from the denominator of a fraction by multiplying the numerator and denominator by an appropriate expression.
The number or expression under the radical symbol (the square root or cube root sign) is referred to as the radicand.
A relationship between two variables where their values change inversely or opposite to each other.
The number written above the radical symbol, indicating which root is being taken (e.g., the index of a square root is 2).
A value that remains unchanged throughout an equation or mathematical relationship.
A number that cannot be expressed as a fraction or ratio of two integers is considered irrational. Irrational numbers have non-repeating, non-terminating decimal representations.

hldeibomkfcganj 2023-12-09

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(Take a chance! Popularized by olo, this answer is one of your many names. And my is a daring one indeed!)
(Ho Ho Ho! The person writing this is your secret what?)
(Now that’s dedication! Your tendency to do what was highlighted in the chatno scavenger hunt)
(All the streets are made of gold! Not to dox you, but I really want to visit you here one day)
(who calls him by his name anyway? If you had your way our progenitor would be named?)
(I never liked factions in school- oh yes right, fractions, well I guess you would know, you were always so book smart.)

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(is that a thing? You once said that this rainforest was your favorite Minecraft biome!)
(Welcome home! Your first message in chatno lore was?)
(this word has never been said in chatno lore before! Arctostaphylos uva-ursi. I just thought the word was silly!)
(Speaking of nicknames, you’ve given a fair few of your own! This rhyming pair is one with flare!)
(names names names, we all have so many. This rare nickname of yours is most commonly used by Pez!)
(Found it! on 5/17 you sent an image of what to chatno lore?)
(me on my, stars in my eyes! Despite being added in November of 21 I cannot find any instance where you have used this chatno emote)
(We all miss jewels a lot, but maybe you’ve marked the spot? To you, she wasn’t shards, to you she was a?)
(better in twos! You've said this word twice in a row more than you've said it just once! almost exactly twice as often actually… interesting)

15 Clues: (Welcome home! Your first message in chatno lore was?) • (Ho Ho Ho! The person writing this is your secret what?) • (Found it! on 5/17 you sent an image of what to chatno lore?) • (who calls him by his name anyway? If you had your way our progenitor would be named?) • (is that a thing? You once said that this rainforest was your favorite Minecraft biome!) • ...

algebra 1 unit 5 2024-05-01

Across

Any mathematical calculation or formula combining numbers and/or variables using sums, differences, products, quotients including fractions, exponents, roots, logarithms, functions, or other mathematical operations.
A nonlinear function in which the independent value is an exponent in the function, as in y = abx .
The set of all possible outputs of a function.
A value in a sequence--the first value in a sequence is the 1st term, the second value is the 2nd term, and so on; a term is also any of the monomials that make up a polynomial.
A set with elements that are disconnected.
Describes a connected set of numbers, such as an interval.

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The point where a line meets or crosses the y-axis
The ratio of the vertical and horizontal changes between two points on a surface or a line.
A number multiplied by a variable in an algebraic expression.
The x-values where the function has a value of zero.
The appearance of a graph as it is followed farther and farther in either direction.
The point where a line meets or crosses the x-axis
The independent variable or variables in a system of equations with more than one dependent variable.
The set of x-coordinates of the set of points on a graph; the set of x-coordinates of a given set of ordered pairs. The value that is the input in a function or relation.
For any number x, the numbers that can be evenly divided into x are called factors of x. For example, the number 20 has the factors 1, 2, 4, 5, 10, and 20.

15 Clues: A set with elements that are disconnected. • The set of all possible outputs of a function. • The point where a line meets or crosses the y-axis • The point where a line meets or crosses the x-axis • The x-values where the function has a value of zero. • Describes a connected set of numbers, such as an interval. • ...

Math Terms 2018-11-02

Across

a branch of mathematics that uses symbols or letters to represent variables, values or numbers, which can then be used to express operations and relationships and to solve equations
a smooth symmetrical curve with two branches produced by the section of a conical surface
a number that will divide into another number exactly, e.g. the factors of 10 are 1, 2 and 5
algebra: the area of modern mathematics that considers algebraic structures to be sets with operations defined on them, and extends algebraic concepts usually associated with the real number system to other more general systems, such as groups, rings, fields, modules and vector spaces
a member of, or an object in, a set
(infinitesimal calculus): a branch of mathematics involving derivatives and integrals, used to study motion and changing values

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curve: the shape of the graph that indicates a normal distribution in probability and statistics
equation: a combination of numbers and letters equivalent to a sentence in language, e.g. y = x2 + 3x - 4
a step by step procedure by which an operation can be carried out
number: a real number which expresses fractions on the base 10 standard numbering system using place value, e.g. 37⁄100 = 0.37
probability: a popular interpretation of probability which evaluates the probability of a hypothesis by specifying some prior probability, and then updating in the light of new relevant data
theory: the mathematical field that studies the algebraic structures and properties of groups and the mappings between them

12 Clues: a member of, or an object in, a set • a step by step procedure by which an operation can be carried out • a smooth symmetrical curve with two branches produced by the section of a conical surface • a number that will divide into another number exactly, e.g. the factors of 10 are 1, 2 and 5 • ...

Crosswod Puzzle about Variations and Radicals 2023-06-26

Across

A value that remains unchanged throughout an equation or mathematical relationship.
The process of simplifying a radical involves finding the simplest form by reducing the radicand or rationalizing the denominator.
The number written above the radical symbol, indicating which root is being taken (e.g., the index of a square root is 2).
The number or expression under the radical symbol (the square root or cube root sign) is referred to as the radicand.
The process of eliminating radicals from the denominator of a fraction by multiplying the numerator and denominator by an appropriate expression.
A statement that two ratios or fractions are equal to each other.
A type of variation involving more than two variables, where the outcome depends on the simultaneous variation of multiple factors.
Root The square root of a number is a value that, when multiplied by itself, gives the original number.
A number that cannot be expressed as a fraction or ratio of two integers is considered irrational. Irrational numbers have non-repeating, non-terminating decimal representations.
A number written as a superscript that indicates how many times a base should be multiplied by itself (e.g., in √x, the exponent is 1/2).

Down

A mathematical relationship where a quantity changes both directly and inversely with multiple variables.
A relationship between two variables where their values increase or decrease proportionally.
A relationship between two variables where their values change inversely or opposite to each other.
An equation containing one or more radical expressions.
Root The cube root of a number is a value that, when multiplied by itself twice, gives the original number.

math vocabulary 2021-10-28

Across

a rational number whose square root is a whole number
numbers which can be written as the ratio of two integers in which the denominator is not zero; all integers, fractions, mixed numbers, and percent
a transformation which changes the size of the figure/object but not like the shape; enlargement or reduction using the scale factor; similar images
the numbers of times the base is used as a factor
numbers which cannot be represented as a simple fraction
pair of supplementary angles created when parallel lines are cut by transversal and are inside the parallel lines and on the same side of the transversal
when there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are on the inside of the parallel lines

Down

pairs of angles when parallel lines are cut by a transversal lie on the same side of the transversal and in the same place on their parallel line
a transformation which slides the figure/object; congruent images
the number of times the base is used as a factor
a transformation which a figure/object "turns" about a fixed point at a given angle
when there are parallel lines with a transversal, the pair of angles are on opposite sides of the transversal and are outside the parallel lines
one of two equal factors of a number
the mapping or movement of all the points on a figure/object in a plane
pair of supplementary angles created when parallel lines are cut by a transversal and are outside the parallel lines and on the same side of the transversal
a transformation which "flips" a figure/object over a reflection line or mirror image.

16 Clues: one of two equal factors of a number • the number of times the base is used as a factor • the numbers of times the base is used as a factor • a rational number whose square root is a whole number • numbers which cannot be represented as a simple fraction • a transformation which slides the figure/object; congruent images • ...

Astronomy Crossword 2019-02-10

Across

the last phases of the moon between full moon and new moon. The lit part of the moon is decreasing.
an eclipse in which the moon appears darkened as it passes into the earth's shadow.
the first phases of the moon between new moon and full moon. The lit part of the moon is growing.
The different phases of the moon are caused by the angle from which an observer on earth can see the moon illuminated by the sun as it orbits our planet. As the moon moves around the earth, you can look up in the sky and see various fractions of its surface reflecting sunlight.
the phase where we can only see a tiny sliver of light. The rest of the moon is dark.
the tide that occurs a the first or last quarter. It produces the smallest rise and fall in tides.

Down

phase of the moon; the moon either when in conjunction with the sun or soon after, being invisible.
convex at both edges; when the moon is more than half full of light, or more than half full of darkness.
the large rise and fall of the tide at new or full moons.
to supple or brighten with light; light up.
The process where the moon completes one full orbit around the earth.
one object moves around another object.
the entire moon face is illuminated by the sun.
the force of attraction by which terrestrial bodies tend to fall toward the center of the earth.
these phases are the 1/4 and 3/4 marks of the lunar cycle. Half of the moon is illuminated.

15 Clues: one object moves around another object. • to supple or brighten with light; light up. • the entire moon face is illuminated by the sun. • the large rise and fall of the tide at new or full moons. • The process where the moon completes one full orbit around the earth. • an eclipse in which the moon appears darkened as it passes into the earth's shadow. • ...

ALGEBRA 1 VOCAB!! 2023-05-08

Across

The point on a coordinate plane where the x-axis and y-axis intersect. It is represented by the coordinates (0,0).
An expression or equation in which the highest power of a variable has exponent 2.
A number that measures how steep a line is. It shows the amount of change in the height of the line as you go 1 unit to the right. The slope of the line y=mx+b is m.
A constant that a variable or expression is multiplied by.
Going from side to side, like the horizon.
The set of inputs (x-coordinates) of a relation or function.
Element in a sum, difference, or sequence.
An expression that is multiplied by another expression, or that can be multiplied by another expression to produce a specified result.
A mathematical sentence that uses one of the symbols <, >, ≤, or ≥.

Down

Two fractions are equivalent if they have the same numerical value. Two equations or inequalities are equivalent if they have the same solution se
The speed at which a variable changes over a period of time. This is given by the change in the variable divided by the change in (amount of) time.
A relation in which no x-coordinate appears in more than one (x,y) ordered pair. This means you can think of a function as a transformation that takes each x-coordinate to its single corresponding y-coordinate.
Two lines are parallel if they always have the same distance between them, so they never intersect. If two lines are parallel, they have the same slope.
A single fixed number (unlike a variable, whose value can vary).
The set of outputs (y-coordinates) of a relation or function.

15 Clues: Going from side to side, like the horizon. • Element in a sum, difference, or sequence. • A constant that a variable or expression is multiplied by. • The set of inputs (x-coordinates) of a relation or function. • The set of outputs (y-coordinates) of a relation or function. • A single fixed number (unlike a variable, whose value can vary). • ...

HH people 2020-06-18

Across

Sounds like this English teacher is certain?

Down

Sounds like fractions make him more than simmer?

2 Clues: Sounds like this English teacher is certain? • Sounds like fractions make him more than simmer?

CLASSWORK - Ch.06 Pharmacy Crossword Puzzle 2026-02-03

CLASSWORK - Ch.06 Pharmacy Crossword Puzzle crossword puzzle

Across

ratio switching the numerator with the denominator in a ratio
a portion of a whole that is represented as a ratio with a numerator (number of parts) on the top and the denominator (total in one whole) on the bottom
temperature scale the temperature scale that uses 0°C as the temperature at which water freezes at sea level and 100°C as the temperature at which it boils
system a system of measurement based on the apothecary system; units of measure include the ounce, pound, drop, teaspoon, tablespoon, and cup
time a measure of time based on a 24-hour clock in which midnight is 0000, noon is 1200, and the minute before midnight is 2359; also referred to as 24-hour time
(mEq) equal to 1 mM divided by its valence
a comparison of numeric values
the metric system's base unit for measuring weight
volume (dv) the volume that a diluent takes up in a solution
the action of hand-preparing a new pharmaceutical product by mixing, combining, or integrating ingredients; (used as noun) the resulting prepared product, which can be sterile or nonsterile
temperature scale the temperature scale that uses 32°F as the temperature at which water freezes at sea level and 212°F as the temperature at which it boils
(mM) the molecular weight expressed as milligrams
Numeral System a mathematical system using numbers, fractions, and decimals to indicate numerical values
(w/v) the weight of the active ingredient (usually in mg or g) within the total volume of a solution, such as 1 mg per 100 mL of solution (1 mg/100 mL)
system a system of measurement that originated in France and is used for common measurements in the United States, including the foot, mile, grain, pound, and ounce
a comparison of equal ratios; the product of the means equals the product of the extremes
Numeral System a mathematical system in which numerical values are expressed in either capital or lowercase letters
system a measurement system developed by the Romans
a number that represents a chemical element's capacity to combine with others to form a molecule of a stable new compound, based on the number and activity of the exterior electrons
(Eq) equal to one mole divided by its valence, or the number of grams of solute dissolved in 1 mL of solution
the metric system's base unit for measuring distance, length, or body surface area
the number on the bottom part of a fraction that represents the total number of pieces in the whole
the second and third numbers in an equal proportion
an element's atomic weight expressed in grams
volume (pv) the amount of space occupied by a medication in a sterile vial, used for reconstitution; equal to the difference between the total volume (tv) and the volume of the diluting ingredient, or the diluent volume (dv)
the ability to maintain a drug's potency and integrity in its compounded form
gravity the ratio of the weight of a substance compared to an equal volume of water when both are the same temperature at sea level
(w/w) the weight of the active ingredient as part of the total weight of a compound or solutions, such as 2 mg per 100 grams of total weight (2 mg/100 g)

Down

the number or ratio per 100
weight the sum of the atomic weights of all the atoms in one molecule of a compound
date (BUD) the last recommended date for administration provided by a compounding facility
volume (tv) the full amount of the final volume in a drug product with all ingredients, the solutes and diluent solution
weight the weight of a single atom of an element compared with the weight of one atom of hydrogen
ratios two ratios that have the same value; for example, 1/2 and 4/8
(gr) a small dry-weight unit of measurement in the apothecary system (e.g., 5 grains [5 gr] of aspirin are equivalent to approximately 325 mg)
zero a zero that is placed in the ones place in a number less than zero that is being represented by a decimal value
system a system of measurements used historically across the British Empire with inches, feet, yards, furlongs, and miles, as well as fathoms and nautical miles, fluid ounces, drams, pints, quarts, and gallons; grains, pounds, stones, and tons
alternate method method of calculating the proportions of two different substances to be combined in a new product to create a different concentration of the active ingredient
surface area (BSA) a measurement related to a patient's weight and height, expressed in meters squared (m²), and used to calculate patient-specific dosages of medications
Mean Time the international civil time standard based at the Royal Observatory in Greenwich, London; recently superseded by Coordinated Universal Time
analysis calculation method of setting up a conversion from one measurement system by multiplying the known measurement by the conversion rate as a fraction (with the known measure in denominator), also known as calculation by cancellation
solution dissolved mineral salts in a fluid
system a measurement system based on subdivisions and multiples of 10; made up of three basic units: meter, gram, and liter
an abbreviation for the solution Dextrose 5% in Water, a common IV solution
the first and fourth numbers in an equal proportion
(v/v) the volume of active ingredient in the volume of the total solution, such as the 3 milliliters (mL) per 100 mL (3 mL/100 mL)
the metric system's base unit for measuring volume
any number written using a decimal point to separate whole numbers from their accompanying fractions in tenths; the whole numbers are on the left side of the point and the fractions are on the right (e.g., 10.25 is equal to 10 and 25/100)
off simplified by adding a little to the number to the left (rounding up) or taking a little away (rounding down)
strength the portion, or ratio, of the active strength ingredient to the whole drug product
the number on the upper part of a fraction that represents the part of the whole
by cancellation another name for the dimensional analysis method of setting up a conversion from one measurement system to another by using the conversion rate as a fractional unit (desired measure on top and current on bottom) and multiplying the existing amount by it, then canceling out the known measure in the numerator and denominator.

52 Clues: the number or ratio per 100 • a comparison of numeric values • an element's atomic weight expressed in grams • (mEq) equal to 1 mM divided by its valence • solution dissolved mineral salts in a fluid • the metric system's base unit for measuring weight • the metric system's base unit for measuring volume • the first and fourth numbers in an equal proportion • ...

CLASSWORK - Ch.06 Pharmacy Crossword Puzzle 2026-02-03

Across

ratio switching the numerator with the denominator in a ratio
a portion of a whole that is represented as a ratio with a numerator (number of parts) on the top and the denominator (total in one whole) on the bottom
temperature scale the temperature scale that uses 0°C as the temperature at which water freezes at sea level and 100°C as the temperature at which it boils
system a system of measurement based on the apothecary system; units of measure include the ounce, pound, drop, teaspoon, tablespoon, and cup
time a measure of time based on a 24-hour clock in which midnight is 0000, noon is 1200, and the minute before midnight is 2359; also referred to as 24-hour time
(mEq) equal to 1 mM divided by its valence
a comparison of numeric values
the metric system's base unit for measuring weight
volume (dv) the volume that a diluent takes up in a solution
the action of hand-preparing a new pharmaceutical product by mixing, combining, or integrating ingredients; (used as noun) the resulting prepared product, which can be sterile or nonsterile
temperature scale the temperature scale that uses 32°F as the temperature at which water freezes at sea level and 212°F as the temperature at which it boils
(mM) the molecular weight expressed as milligrams
Numeral System a mathematical system using numbers, fractions, and decimals to indicate numerical values
(w/v) the weight of the active ingredient (usually in mg or g) within the total volume of a solution, such as 1 mg per 100 mL of solution (1 mg/100 mL)
system a system of measurement that originated in France and is used for common measurements in the United States, including the foot, mile, grain, pound, and ounce
a comparison of equal ratios; the product of the means equals the product of the extremes
Numeral System a mathematical system in which numerical values are expressed in either capital or lowercase letters
system a measurement system developed by the Romans
a number that represents a chemical element's capacity to combine with others to form a molecule of a stable new compound, based on the number and activity of the exterior electrons
(Eq) equal to one mole divided by its valence, or the number of grams of solute dissolved in 1 mL of solution
the metric system's base unit for measuring distance, length, or body surface area
the number on the bottom part of a fraction that represents the total number of pieces in the whole
the second and third numbers in an equal proportion
an element's atomic weight expressed in grams
volume (pv) the amount of space occupied by a medication in a sterile vial, used for reconstitution; equal to the difference between the total volume (tv) and the volume of the diluting ingredient, or the diluent volume (dv)
the ability to maintain a drug's potency and integrity in its compounded form
gravity the ratio of the weight of a substance compared to an equal volume of water when both are the same temperature at sea level
(w/w) the weight of the active ingredient as part of the total weight of a compound or solutions, such as 2 mg per 100 grams of total weight (2 mg/100 g)

Down

the number or ratio per 100
weight the sum of the atomic weights of all the atoms in one molecule of a compound
date (BUD) the last recommended date for administration provided by a compounding facility
volume (tv) the full amount of the final volume in a drug product with all ingredients, the solutes and diluent solution
weight the weight of a single atom of an element compared with the weight of one atom of hydrogen
ratios two ratios that have the same value; for example, 1/2 and 4/8
(gr) a small dry-weight unit of measurement in the apothecary system (e.g., 5 grains [5 gr] of aspirin are equivalent to approximately 325 mg)
zero a zero that is placed in the ones place in a number less than zero that is being represented by a decimal value
system a system of measurements used historically across the British Empire with inches, feet, yards, furlongs, and miles, as well as fathoms and nautical miles, fluid ounces, drams, pints, quarts, and gallons; grains, pounds, stones, and tons
alternate method method of calculating the proportions of two different substances to be combined in a new product to create a different concentration of the active ingredient
surface area (BSA) a measurement related to a patient's weight and height, expressed in meters squared (m²), and used to calculate patient-specific dosages of medications
Mean Time the international civil time standard based at the Royal Observatory in Greenwich, London; recently superseded by Coordinated Universal Time
analysis calculation method of setting up a conversion from one measurement system by multiplying the known measurement by the conversion rate as a fraction (with the known measure in denominator), also known as calculation by cancellation
solution dissolved mineral salts in a fluid
system a measurement system based on subdivisions and multiples of 10; made up of three basic units: meter, gram, and liter
an abbreviation for the solution Dextrose 5% in Water, a common IV solution
the first and fourth numbers in an equal proportion
(v/v) the volume of active ingredient in the volume of the total solution, such as the 3 milliliters (mL) per 100 mL (3 mL/100 mL)
the metric system's base unit for measuring volume
any number written using a decimal point to separate whole numbers from their accompanying fractions in tenths; the whole numbers are on the left side of the point and the fractions are on the right (e.g., 10.25 is equal to 10 and 25/100)
off simplified by adding a little to the number to the left (rounding up) or taking a little away (rounding down)
strength the portion, or ratio, of the active strength ingredient to the whole drug product
the number on the upper part of a fraction that represents the part of the whole
by cancellation another name for the dimensional analysis method of setting up a conversion from one measurement system to another by using the conversion rate as a fractional unit (desired measure on top and current on bottom) and multiplying the existing amount by it, then canceling out the known measure in the numerator and denominator.

Mixed Numbers and Improper Fractions 2025-11-19

Mixed Numbers and Improper Fractions crossword puzzle

Across

The bottom number of a fraction
A whole number with a fraction attached
Fraction with bigger numerator than denominator

Down

Number that is not a fraction
The top number of a fraction

5 Clues: The top number of a fraction • Number that is not a fraction • The bottom number of a fraction • A whole number with a fraction attached • Fraction with bigger numerator than denominator

Adding and Subtracting Fractions 2019-10-12

Adding and Subtracting Fractions crossword puzzle

Across

Denominator When the two denominators in the problem are the same number
Something with a denominator and numerator
The top part of a fraction

Down

The bottom part of a fraction
Denominator When the two denominators in the problem are the same number

5 Clues: The top part of a fraction • The bottom part of a fraction • Something with a denominator and numerator • Denominator When the two denominators in the problem are the same number • Denominator When the two denominators in the problem are the same number

Fractions by Haylee T. 2020-02-12

Across

The sum of 3/6 and 9/10
1/4 x 3/10 = ?

Down

9/16 x 4/10 = ??
4/9 - 2/3 = ???

4 Clues: 1/4 x 3/10 = ? • 4/9 - 2/3 = ??? • 9/16 x 4/10 = ?? • The sum of 3/6 and 9/10

TYPES OF FRACTIONS 2023-10-08

Across

number A combination of a whole number and a proper fraction.

Down

Fraction A fraction in which the numerator (the top number) is less than the denominator (the bottom number).
Fraction A fraction in which the numerator is equal to or greater than the denominator.

3 Clues: number A combination of a whole number and a proper fraction. • Fraction A fraction in which the numerator is equal to or greater than the denominator. • Fraction A fraction in which the numerator (the top number) is less than the denominator (the bottom number).

CLASSWORK - Ch.06 Pharmacy Crossword Puzzle 2026-02-03

Across

ratio switching the numerator with the denominator in a ratio
a portion of a whole that is represented as a ratio with a numerator (number of parts) on the top and the denominator (total in one whole) on the bottom
temperature scale the temperature scale that uses 0°C as the temperature at which water freezes at sea level and 100°C as the temperature at which it boils
system a system of measurement based on the apothecary system; units of measure include the ounce, pound, drop, teaspoon, tablespoon, and cup
time a measure of time based on a 24-hour clock in which midnight is 0000, noon is 1200, and the minute before midnight is 2359; also referred to as 24-hour time
(mEq) equal to 1 mM divided by its valence
a comparison of numeric values
the metric system's base unit for measuring weight
volume (dv) the volume that a diluent takes up in a solution
the action of hand-preparing a new pharmaceutical product by mixing, combining, or integrating ingredients; (used as noun) the resulting prepared product, which can be sterile or nonsterile
temperature scale the temperature scale that uses 32°F as the temperature at which water freezes at sea level and 212°F as the temperature at which it boils
(mM) the molecular weight expressed as milligrams
Numeral System a mathematical system using numbers, fractions, and decimals to indicate numerical values
(w/v) the weight of the active ingredient (usually in mg or g) within the total volume of a solution, such as 1 mg per 100 mL of solution (1 mg/100 mL)
system a system of measurement that originated in France and is used for common measurements in the United States, including the foot, mile, grain, pound, and ounce
a comparison of equal ratios; the product of the means equals the product of the extremes
Numeral System a mathematical system in which numerical values are expressed in either capital or lowercase letters
system a measurement system developed by the Romans
a number that represents a chemical element's capacity to combine with others to form a molecule of a stable new compound, based on the number and activity of the exterior electrons
(Eq) equal to one mole divided by its valence, or the number of grams of solute dissolved in 1 mL of solution
the metric system's base unit for measuring distance, length, or body surface area
the number on the bottom part of a fraction that represents the total number of pieces in the whole
the second and third numbers in an equal proportion
an element's atomic weight expressed in grams
volume (pv) the amount of space occupied by a medication in a sterile vial, used for reconstitution; equal to the difference between the total volume (tv) and the volume of the diluting ingredient, or the diluent volume (dv)
the ability to maintain a drug's potency and integrity in its compounded form
gravity the ratio of the weight of a substance compared to an equal volume of water when both are the same temperature at sea level
(w/w) the weight of the active ingredient as part of the total weight of a compound or solutions, such as 2 mg per 100 grams of total weight (2 mg/100 g)

Down

the number or ratio per 100
weight the sum of the atomic weights of all the atoms in one molecule of a compound
date (BUD) the last recommended date for administration provided by a compounding facility
volume (tv) the full amount of the final volume in a drug product with all ingredients, the solutes and diluent solution
weight the weight of a single atom of an element compared with the weight of one atom of hydrogen
ratios two ratios that have the same value; for example, 1/2 and 4/8
(gr) a small dry-weight unit of measurement in the apothecary system (e.g., 5 grains [5 gr] of aspirin are equivalent to approximately 325 mg)
zero a zero that is placed in the ones place in a number less than zero that is being represented by a decimal value
system a system of measurements used historically across the British Empire with inches, feet, yards, furlongs, and miles, as well as fathoms and nautical miles, fluid ounces, drams, pints, quarts, and gallons; grains, pounds, stones, and tons
alternate method method of calculating the proportions of two different substances to be combined in a new product to create a different concentration of the active ingredient
surface area (BSA) a measurement related to a patient's weight and height, expressed in meters squared (m²), and used to calculate patient-specific dosages of medications
Mean Time the international civil time standard based at the Royal Observatory in Greenwich, London; recently superseded by Coordinated Universal Time
analysis calculation method of setting up a conversion from one measurement system by multiplying the known measurement by the conversion rate as a fraction (with the known measure in denominator), also known as calculation by cancellation
solution dissolved mineral salts in a fluid
system a measurement system based on subdivisions and multiples of 10; made up of three basic units: meter, gram, and liter
an abbreviation for the solution Dextrose 5% in Water, a common IV solution
the first and fourth numbers in an equal proportion
(v/v) the volume of active ingredient in the volume of the total solution, such as the 3 milliliters (mL) per 100 mL (3 mL/100 mL)
the metric system's base unit for measuring volume
any number written using a decimal point to separate whole numbers from their accompanying fractions in tenths; the whole numbers are on the left side of the point and the fractions are on the right (e.g., 10.25 is equal to 10 and 25/100)
off simplified by adding a little to the number to the left (rounding up) or taking a little away (rounding down)
strength the portion, or ratio, of the active strength ingredient to the whole drug product
the number on the upper part of a fraction that represents the part of the whole
by cancellation another name for the dimensional analysis method of setting up a conversion from one measurement system to another by using the conversion rate as a fractional unit (desired measure on top and current on bottom) and multiplying the existing amount by it, then canceling out the known measure in the numerator and denominator.

CLASSWORK - Ch.06 Pharmacy Crossword Puzzle 2026-02-03

Across

ratio switching the numerator with the denominator in a ratio
a portion of a whole that is represented as a ratio with a numerator (number of parts) on the top and the denominator (total in one whole) on the bottom
temperature scale the temperature scale that uses 0°C as the temperature at which water freezes at sea level and 100°C as the temperature at which it boils
system a system of measurement based on the apothecary system; units of measure include the ounce, pound, drop, teaspoon, tablespoon, and cup
time a measure of time based on a 24-hour clock in which midnight is 0000, noon is 1200, and the minute before midnight is 2359; also referred to as 24-hour time
(mEq) equal to 1 mM divided by its valence
a comparison of numeric values
the metric system's base unit for measuring weight
volume (dv) the volume that a diluent takes up in a solution
the action of hand-preparing a new pharmaceutical product by mixing, combining, or integrating ingredients; (used as noun) the resulting prepared product, which can be sterile or nonsterile
temperature scale the temperature scale that uses 32°F as the temperature at which water freezes at sea level and 212°F as the temperature at which it boils
(mM) the molecular weight expressed as milligrams
Numeral System a mathematical system using numbers, fractions, and decimals to indicate numerical values
(w/v) the weight of the active ingredient (usually in mg or g) within the total volume of a solution, such as 1 mg per 100 mL of solution (1 mg/100 mL)
system a system of measurement that originated in France and is used for common measurements in the United States, including the foot, mile, grain, pound, and ounce
a comparison of equal ratios; the product of the means equals the product of the extremes
Numeral System a mathematical system in which numerical values are expressed in either capital or lowercase letters
system a measurement system developed by the Romans
a number that represents a chemical element's capacity to combine with others to form a molecule of a stable new compound, based on the number and activity of the exterior electrons
(Eq) equal to one mole divided by its valence, or the number of grams of solute dissolved in 1 mL of solution
the metric system's base unit for measuring distance, length, or body surface area
the number on the bottom part of a fraction that represents the total number of pieces in the whole
the second and third numbers in an equal proportion
an element's atomic weight expressed in grams
volume (pv) the amount of space occupied by a medication in a sterile vial, used for reconstitution; equal to the difference between the total volume (tv) and the volume of the diluting ingredient, or the diluent volume (dv)
the ability to maintain a drug's potency and integrity in its compounded form
gravity the ratio of the weight of a substance compared to an equal volume of water when both are the same temperature at sea level
(w/w) the weight of the active ingredient as part of the total weight of a compound or solutions, such as 2 mg per 100 grams of total weight (2 mg/100 g)

Down

the number or ratio per 100
weight the sum of the atomic weights of all the atoms in one molecule of a compound
date (BUD) the last recommended date for administration provided by a compounding facility
volume (tv) the full amount of the final volume in a drug product with all ingredients, the solutes and diluent solution
weight the weight of a single atom of an element compared with the weight of one atom of hydrogen
ratios two ratios that have the same value; for example, 1/2 and 4/8
(gr) a small dry-weight unit of measurement in the apothecary system (e.g., 5 grains [5 gr] of aspirin are equivalent to approximately 325 mg)
zero a zero that is placed in the ones place in a number less than zero that is being represented by a decimal value
system a system of measurements used historically across the British Empire with inches, feet, yards, furlongs, and miles, as well as fathoms and nautical miles, fluid ounces, drams, pints, quarts, and gallons; grains, pounds, stones, and tons
alternate method method of calculating the proportions of two different substances to be combined in a new product to create a different concentration of the active ingredient
surface area (BSA) a measurement related to a patient's weight and height, expressed in meters squared (m²), and used to calculate patient-specific dosages of medications
Mean Time the international civil time standard based at the Royal Observatory in Greenwich, London; recently superseded by Coordinated Universal Time
analysis calculation method of setting up a conversion from one measurement system by multiplying the known measurement by the conversion rate as a fraction (with the known measure in denominator), also known as calculation by cancellation
solution dissolved mineral salts in a fluid
system a measurement system based on subdivisions and multiples of 10; made up of three basic units: meter, gram, and liter
an abbreviation for the solution Dextrose 5% in Water, a common IV solution
the first and fourth numbers in an equal proportion
(v/v) the volume of active ingredient in the volume of the total solution, such as the 3 milliliters (mL) per 100 mL (3 mL/100 mL)
the metric system's base unit for measuring volume
any number written using a decimal point to separate whole numbers from their accompanying fractions in tenths; the whole numbers are on the left side of the point and the fractions are on the right (e.g., 10.25 is equal to 10 and 25/100)
off simplified by adding a little to the number to the left (rounding up) or taking a little away (rounding down)
strength the portion, or ratio, of the active strength ingredient to the whole drug product
the number on the upper part of a fraction that represents the part of the whole
by cancellation another name for the dimensional analysis method of setting up a conversion from one measurement system to another by using the conversion rate as a fractional unit (desired measure on top and current on bottom) and multiplying the existing amount by it, then canceling out the known measure in the numerator and denominator.

Write Rational Numbers as Decimals and Fractions 2022-08-17

Write Rational Numbers as Decimals and Fractions crossword puzzle

Across

decimals that repeat the same digit or sequence of digits forever; it can be written with a bar over the digits that repeat.
decimals that end or end in repeating zeros.

Down

a number that can be expressed as the fraction a/b where a and b are integers and b does NOT = 0; it includes integers, fractions, repeating decimals and terminating decimals.

3 Clues: decimals that end or end in repeating zeros. • decimals that repeat the same digit or sequence of digits forever; it can be written with a bar over the digits that repeat. • a number that can be expressed as the fraction a/b where a and b are integers and b does NOT = 0; it includes integers, fractions, repeating decimals and terminating decimals.

Unit 1 Lesson 1 Fractions and Decimals 2022-05-05

Unit 1 Lesson 1 Fractions and Decimals crossword puzzle

Across

if the top number of a fraction is larger than the bottom number, then we know the value of the fraction is larger than _____
the top number in a fraction
the bar above the repeating block on a decimal (this one was not in our notes, use your computer to find it!)
the operation represented by the fraction bar
a decimal that ends or has a repeating zero

Down

a decimal with a repeating block
the bottom number in a fraction
the first number to the right of the decimal is the __________ place

8 Clues: the top number in a fraction • the bottom number in a fraction • a decimal with a repeating block • a decimal that ends or has a repeating zero • the operation represented by the fraction bar • the first number to the right of the decimal is the __________ place • ...

2-D, 3-D and Fractions Test 2025-04-15

2-D, 3-D and Fractions Test crossword puzzle

Across

a 2-d flat shape
to cut
the line that cuts a shape exactly in half
the flat part of a 3-D shape

Down

the place where 2 flat surfaces meet
a 3-D shape
the point where the faces or edges come together
2 lines that will never cross

8 Clues: to cut • a 3-D shape • a 2-d flat shape • the flat part of a 3-D shape • 2 lines that will never cross • the place where 2 flat surfaces meet • the line that cuts a shape exactly in half • the point where the faces or edges come together

TYPES OF FRACTIONS 2023-10-08

Across

number A combination of a whole number and a proper fraction.

Down

Fraction A fraction in which the numerator (the top number) is less than the denominator (the bottom number).
Fraction A fraction in which the numerator is equal to or greater than the denominator.

Fractions Decimals Percentages 2020-11-12

Fractions Decimals Percentages crossword puzzle

Across

Dividing by two will give you this percentage. (5)
Want this percentage? Multiply by 0.35. (6,4)

Down

Half price sale? Discount must be _____%. (5)
Dividing by this number will give you 10%. (3)

4 Clues: Half price sale? Discount must be _____%. (5) • Dividing by this number will give you 10%. (3) • Want this percentage? Multiply by 0.35. (6,4) • Dividing by two will give you this percentage. (5)

Tessas Fractions Crossword 2020-08-25

Tessas Fractions Crossword crossword puzzle

Across

chop into 2

Down

chop into 5
chop into 2
chop into 3

4 Clues: chop into 5 • chop into 2 • chop into 3 • chop into 2

Math 2023-01-23

Across

When there are 2 fractions that equal the same

Down

The number on the top in a fraction

2 Clues: The number on the top in a fraction • When there are 2 fractions that equal the same

Unit 2 - Dividing Fractions Vocabulary 2021-08-16

Unit 2 - Dividing Fractions Vocabulary crossword puzzle

Across

the result of subtracting two numbers
a numerical quantity that is not a whole number

Down

the smallest number that is a multiple of two or more numbers
the result of multiplying two or more numbers
a number that divides into another

5 Clues: a number that divides into another • the result of subtracting two numbers • the result of multiplying two or more numbers • a numerical quantity that is not a whole number • the smallest number that is a multiple of two or more numbers

Dividing Fractions 6.NS.1 2022-08-08

Dividing Fractions 6.NS.1 crossword puzzle

Across

the result of a division problem
the number being divided
the number into which the dividend is divided

Down

the number on the bottom of a fraction
the number on top of a fraction

5 Clues: the number being divided • the number on top of a fraction • the result of a division problem • the number on the bottom of a fraction • the number into which the dividend is divided

Multiplying and Dividing fractions, and fraction related, Crossword 2026-01-16

$Multiplying and Dividing fractions, and fraction related, Crossword crossword puzzle$

Across

1 divided by 3
The second step to dividing a fraction
33/8 is an example of an __
Leftover from dividing
1 1/2 __ 2 3/4 = 4 1/8

Down

To ___ you have to keep, change, flip
How you would divide whole numbers
first step to divide a fraction
3/8 greater or less then 7/16
The 3rd step if you want to divide a fraction

10 Clues: 1 divided by 3 • Leftover from dividing • 1 1/2 __ 2 3/4 = 4 1/8 • 33/8 is an example of an __ • 3/8 greater or less then 7/16 • first step to divide a fraction • How you would divide whole numbers • To ___ you have to keep, change, flip • The second step to dividing a fraction • The 3rd step if you want to divide a fraction

Dystopian Examples/Characteristics 2023-04-21

Dystopian Examples/Characteristics crossword puzzle

Across

The book follows the character Malorie Hayes, played by Sandra Bullock, as she tries to protect herself and two children from entities which cause people who look at them to die by suicide.
In a world where technology and robotics, one police officer is weary of robots... and for good reason.
A futuristic, imagined universe in which oppressive society control and the illusion of a perfect society are maintained through control
Dystopian novels use worst case scenarios to make a ____________ about current trends, political issues, or problems in society.
Someone is always watching, via cameras, or spies.
Information of a biased or misleading nature, used to promote or publicize a particular political cause or point of view, is used to control citizens of a society.
Dystopian novels often have oppression coming from this source

Down

a way of seeing people as less than human, being okay with others living without love and in abject poverty.
In dystopian novels, governments try to make people afraid of this in an attempt to control
Jonas’s world is perfect. Everything is under control. There is no war or fear or pain. There are no choices. Every person is assigned a role in the community.
This is often worshipped in a dystopian society (ex. a figurehead)
The series follows the adventure of Max Rockatansky, a police officer in a future Australia which is experiencing societal collapse due to war and critical shortages.
A series about a society divided among assigned fractions and a girl who doesn’t fit into any of them.
If people refuse to do this, they are often punished or killed

14 Clues: Someone is always watching, via cameras, or spies. • If people refuse to do this, they are often punished or killed • Dystopian novels often have oppression coming from this source • This is often worshipped in a dystopian society (ex. a figurehead) • In dystopian novels, governments try to make people afraid of this in an attempt to control • ...

Math Module 2 Vocab - Operations of Fractions and Decimals 2025-10-27

Math Module 2 Vocab - Operations of Fractions and Decimals crossword puzzle

Across

top of fraction
a part of a whole
expressed in place value with a decimal point
taking a group and breaking it into even parts
Fraction a fraction where the numerator is greater than the denominator
the whole group in division

Down

answer to a multiplication problem
answer to a division problem
bottom of fraction
a number when multiplied equals one
Number a whole number and a fraction
what you are dividing by

12 Clues: top of fraction • a part of a whole • bottom of fraction • what you are dividing by • the whole group in division • answer to a division problem • answer to a multiplication problem • a number when multiplied equals one • Number a whole number and a fraction • expressed in place value with a decimal point • taking a group and breaking it into even parts • ...

Topic 7 – Organic Chemistry 2021-11-17

Across

A process that involves breaking down larger hydrocarbons to produce smaller more useful molecules. Cracking can be done by catalytic cracking or steam cracking.
Combustion of hydrocarbon fuels releases energy. During combustion, the carbon and hydrogen in the fuels are oxidised.
Large long-chain molecules made up of lots of small monomers joined together by covalent bonds.
Water and carbon dioxide are the only products of the complete combustion of a hydrocarbon.
Long-chain hydrocarbons are heated to turn them into a gas. The vapour is then passed over a hot powdered aluminium oxide catalyst. The long chain molecules split apart on the surface of the catalyst.
Long-chain hydrocarbons are heated to turn them into a gas. The hydrocarbon vapour is then mixed with steam and heated to a very high temperature which caused them to split into smaller molecules.

Down

A method of separating a mixture of substances according to their different boiling points. Commonly used to separate crude oil into different fractions.
Molecules that are made up of hydrogen and carbon atoms only.
the most common hydrocarbon found in crude oil. Alkanes have the generalformulaCnH 2n+2.
A finite resource found in rocks. It is the remains of an ancient biomass consisting mainly of plankton that was buried in mud. Most of the compounds in crude oil are hydrocarbons.
A chemical process by which molecules such as glucose are broken down anaerobically. Ethanol is produced when sugar solutions are fermented using yeast.
A chain of amino acids.
contain the functional group –OH. The first four members of a homologous series of alcohols are methanol, ethanol, propanol and butanol.
hydrocarbons with a double bond between two of the carbon atoms.They have the general formula CnH2n+2

14 Clues: A chain of amino acids. • Molecules that are made up of hydrogen and carbon atoms only. • Water and carbon dioxide are the only products of the complete combustion of a hydrocarbon. • the most common hydrocarbon found in crude oil. Alkanes have the generalformulaCnH 2n+2. • ...

Algebra II 2022-05-03

Across

- value of a real number. no regard to sign. |-8| = 8

Down

- proportion of something. not a whole number. 3/4

2 Clues: - proportion of something. not a whole number. 3/4 • - value of a real number. no regard to sign. |-8| = 8

Crossword #1 2021-07-31

Across

– denoted by a number or variable in the superscript place of the base, which designates how many times the base will be multiplied by itself if it is positive or by its inverse if it is negative.
notation – a representation of a real number, not including counting (natural) numbers, which uses a decimal point to show place values that are less than one, such as tenths and hundredths (e.g., 0.023, etc.)
Numbers- the set of decimals that do not terminate or repeat
– the set of natural numbers, their opposites, and zero {–n, …, –3, –2, –1, 0, 1, 2, 3, ..., n}.
numbers – the set of numbers that are decimals that either terminate or repeat and fractions.

Down

numbers – the set of natural numbers and zero {0, 1, 2, 3, ..., n}
numbers – the set of positive numbers that begins at one and increases by increments of one each time {1, 2, 3, ..., n}
root- a number that when multiplied by itself equals a specified number
value – the value of a digit as determined by its location in a number such as ones, tens, hundreds, one thousands, ten thousands, etc.
numbers – to arrange a set of numbers based on their numerical value
notation – a representation of a number by using a method to write very large or very small numbers using powers of ten that is written as a decimal with exactly one nonzero digit to the left of the decimal point, multiplied by a power of ten (e.g., 2.3 × 10–2, etc.)

11 Clues: Numbers- the set of decimals that do not terminate or repeat • numbers – the set of natural numbers and zero {0, 1, 2, 3, ..., n} • numbers – to arrange a set of numbers based on their numerical value • root- a number that when multiplied by itself equals a specified number • ...

Crossword #1 2021-07-31

Across

The value of a digit as determined by its location in a number such as ones, tens, hundreds, one thousands, ten thousands, etc.
A number that when multiplied by itself equals a specified number
– A representation of a real number, not including counting (natural) numbers, which uses a decimal point to show place values that are less than one, such as tenths and hundredths (e.g., 0.023, etc.)
The set of natural numbers, their opposites, and zero {–n, …, –3, –2, –1, 0, 1, 2, 3, ..., n}.
A representation of a number by using a method to write very large or very small numbers using powers of ten that is written as a decimal with exactly one nonzero digit to the left of the decimal point, multiplied by a power of ten (e.g., 2.3 × 10–2, etc.)
The set of natural numbers and zero {0, 1, 2, 3, ..., n}

Down

The set of decimals that do not terminate or repeat
The set of positive numbers that begins at one and increases by increments of one each time {1, 2, 3, ..., n}
Denoted by a number or variable in the superscript place of the base, which designates how many times the base will be multiplied by itself if it is positive or by its inverse if it is negative.
The set of numbers that are decimals that either terminate or repeat and fractions.
To arrange a set of numbers based on their numerical value

11 Clues: The set of decimals that do not terminate or repeat • The set of natural numbers and zero {0, 1, 2, 3, ..., n} • To arrange a set of numbers based on their numerical value • A number that when multiplied by itself equals a specified number • The set of numbers that are decimals that either terminate or repeat and fractions. • ...

Puzzle 1 2021-07-31

Across

– denoted by a number or variable in the superscript place of the base, which designates how many times the base will be multiplied by itself if it is positive or by its inverse if it is negative.
notation – a representation of a real number, not including counting (natural) numbers, which uses a decimal point to show place values that are less than one, such as tenths and hundredths (e.g., 0.023, etc.)
Numbers- the set of decimals that do not terminate or repeat
– the set of natural numbers, their opposites, and zero {–n, …, –3, –2, –1, 0, 1, 2, 3, ..., n}.
numbers – the set of numbers that are decimals that either terminate or repeat and fractions.

Down

numbers – the set of natural numbers and zero {0, 1, 2, 3, ..., n}
numbers – the set of positive numbers that begins at one and increases by increments of one each time {1, 2, 3, ..., n}
root- a number that when multiplied by itself equals a specified number
value – the value of a digit as determined by its location in a number such as ones, tens, hundreds, one thousands, ten thousands, etc.
numbers – to arrange a set of numbers based on their numerical value
notation – a representation of a number by using a method to write very large or very small numbers using powers of ten that is written as a decimal with exactly one nonzero digit to the left of the decimal point, multiplied by a power of ten (e.g., 2.3 × 10–2, etc.)

Rawr 2021-08-27

Across

Numbers Integers fractions decimals that either terminate or repeat
Numbers Numbers used when counting objects 1 2 3 4 etc always positive and starting at 1
What you are counting by on the number line evenly spaced
Line A way to represent locations of numbers comparing numbers visualization of numbers
Denominator
Idea of flipping a fraction upside down num becomes denom ⅔ reciprocal is 3/2 doesn’t need to start as a fraction 4 = 4/1 reciprocal 1/4
The answer for division problems
Point or number that is equally distance to both original numbers
Numbers Decimal numbers that do not repeat or terminate radicals
ValueThe distance a number is from zero distance is always positive symbol | | means make any number inside positive if already positive it doesn’t do anything
numbers Counting numbers but starting at 0 0 1 2 3 4 etc
numbers Numbers to the right of zero greater than zero
Numbers Numbers that are the same distance away from zero on opposite sides of zero one is positive and one is negative
identityAdding zero to a number doesn’t change the number/answer
Set of rules or method on how to do a problem
Taking number outside the parentheses and multiplying it to all numbers inside write without parentheses expanded form

Down

numbers Numbers to the left of zero less than zero
form Take out what is common in the numbers and write with parenthesis
Numerator
Property of AdditionAdding numbers in any order Order of addition doesn’t matter
A way to compare two numbers that are not equal which number is farther from zero gives a list of numbers that would make it true instead of just one
inverse same number different sign their sum would be zero
Inverse Multiply a number by its reciprocal and the answer is 17 * 1/7 = 1
of Operations Order you do the operations in a math problem
Center of the number line, evenly counted on both sides positive and negative numbers
Identity Multiply by 1 and get the same number ( similar to additive identity number doesn’t change)
Amount of space between two numbers
Positive and negative whole numbers etc -3 -2 -1 0 1 2 3 etc

28 Clues: Numerator • Denominator • The answer for division problems • Amount of space between two numbers • Set of rules or method on how to do a problem • numbers Numbers to the left of zero less than zero • numbers Numbers to the right of zero greater than zero • numbers Counting numbers but starting at 0 0 1 2 3 4 etc • What you are counting by on the number line evenly spaced • ...

Rawr 2021-08-27

Across

Numbers Integers fractions decimals that either terminate or repeat
Numbers Numbers used when counting objects 1 2 3 4 etc always positive and starting at 1
What you are counting by on the number line evenly spaced
Line A way to represent locations of numbers comparing numbers visualization of numbers
Denominator
Idea of flipping a fraction upside down num becomes denom ⅔ reciprocal is 3/2 doesn’t need to start as a fraction 4 = 4/1 reciprocal 1/4
The answer for division problems
Point or number that is equally distance to both original numbers
Numbers Decimal numbers that do not repeat or terminate radicals
ValueThe distance a number is from zero distance is always positive symbol | | means make any number inside positive if already positive it doesn’t do anything
numbers Counting numbers but starting at 0 0 1 2 3 4 etc
numbers Numbers to the right of zero greater than zero
Numbers Numbers that are the same distance away from zero on opposite sides of zero one is positive and one is negative
identityAdding zero to a number doesn’t change the number/answer
Set of rules or method on how to do a problem
Taking number outside the parentheses and multiplying it to all numbers inside write without parentheses expanded form

Down

numbers Numbers to the left of zero less than zero
form Take out what is common in the numbers and write with parenthesis
Numerator
Property of AdditionAdding numbers in any order Order of addition doesn’t matter
A way to compare two numbers that are not equal which number is farther from zero gives a list of numbers that would make it true instead of just one
inverse same number different sign their sum would be zero
Inverse Multiply a number by its reciprocal and the answer is 17 * 1/7 = 1
of Operations Order you do the operations in a math problem
Center of the number line, evenly counted on both sides positive and negative numbers
Identity Multiply by 1 and get the same number ( similar to additive identity number doesn’t change)
Amount of space between two numbers
Positive and negative whole numbers etc -3 -2 -1 0 1 2 3 etc

Rawr 2021-08-27

Across

Numbers Integers fractions decimals that either terminate or repeat
Numbers Numbers used when counting objects 1 2 3 4 etc always positive and starting at 1
What you are counting by on the number line evenly spaced
Line A way to represent locations of numbers comparing numbers visualization of numbers
Denominator
Idea of flipping a fraction upside down num becomes denom ⅔ reciprocal is 3/2 doesn’t need to start as a fraction 4 = 4/1 reciprocal 1/4
The answer for division problems
Point or number that is equally distance to both original numbers
Numbers Decimal numbers that do not repeat or terminate radicals
ValueThe distance a number is from zero distance is always positive symbol | | means make any number inside positive if already positive it doesn’t do anything
numbers Counting numbers but starting at 0 0 1 2 3 4 etc
numbers Numbers to the right of zero greater than zero
Numbers Numbers that are the same distance away from zero on opposite sides of zero one is positive and one is negative
identityAdding zero to a number doesn’t change the number/answer
Set of rules or method on how to do a problem
Taking number outside the parentheses and multiplying it to all numbers inside write without parentheses expanded form

Down

numbers Numbers to the left of zero less than zero
form Take out what is common in the numbers and write with parenthesis
Numerator
Property of AdditionAdding numbers in any order Order of addition doesn’t matter
A way to compare two numbers that are not equal which number is farther from zero gives a list of numbers that would make it true instead of just one
inverse same number different sign their sum would be zero
Inverse Multiply a number by its reciprocal and the answer is 17 * 1/7 = 1
of Operations Order you do the operations in a math problem
Center of the number line, evenly counted on both sides positive and negative numbers
Identity Multiply by 1 and get the same number ( similar to additive identity number doesn’t change)
Amount of space between two numbers
Positive and negative whole numbers etc -3 -2 -1 0 1 2 3 etc

Rawr 2021-08-27

Across

Numbers Integers fractions decimals that either terminate or repeat
Numbers Numbers used when counting objects 1 2 3 4 etc always positive and starting at 1
What you are counting by on the number line evenly spaced
Line A way to represent locations of numbers comparing numbers visualization of numbers
Denominator
Idea of flipping a fraction upside down num becomes denom ⅔ reciprocal is 3/2 doesn’t need to start as a fraction 4 = 4/1 reciprocal 1/4
The answer for division problems
Point or number that is equally distance to both original numbers
Numbers Decimal numbers that do not repeat or terminate radicals
ValueThe distance a number is from zero distance is always positive symbol | | means make any number inside positive if already positive it doesn’t do anything
numbers Counting numbers but starting at 0 0 1 2 3 4 etc
numbers Numbers to the right of zero greater than zero
Numbers Numbers that are the same distance away from zero on opposite sides of zero one is positive and one is negative
identityAdding zero to a number doesn’t change the number/answer
Set of rules or method on how to do a problem
Taking number outside the parentheses and multiplying it to all numbers inside write without parentheses expanded form

Down

numbers Numbers to the left of zero less than zero
form Take out what is common in the numbers and write with parenthesis
Numerator
Property of AdditionAdding numbers in any order Order of addition doesn’t matter
A way to compare two numbers that are not equal which number is farther from zero gives a list of numbers that would make it true instead of just one
inverse same number different sign their sum would be zero
Inverse Multiply a number by its reciprocal and the answer is 17 * 1/7 = 1
of Operations Order you do the operations in a math problem
Center of the number line, evenly counted on both sides positive and negative numbers
Identity Multiply by 1 and get the same number ( similar to additive identity number doesn’t change)
Amount of space between two numbers
Positive and negative whole numbers etc -3 -2 -1 0 1 2 3 etc

Nuclear Energy 2022-04-26

Across

page 8, what contains the protons and neutrons?
on page 4, what was the name of the glacier that fell on September 20th, 2002?
what is coming off of fossil fuels and making our planet hotter?
page 12, ww2 dropped the first atomic bomb where?
Page 8, What are the particles that make up all matter called?
page 14, what is the most common nuclear power station design?
page 7, ice caps are melting because of what?
page 13, where was the first nuclear power station to supply elecricty started?
in the glossary, a mechanism turned by high pressure steam.
page 21, in a reprocessing facility, used fuel is separated into what?
in the glossary, what is the name for coal, oil, and gas made from millions of years worth of the remains of animals and plants?
page 7, burning fossil fuels raises global what?

Down

page 17, what is the name of a certain method of extraction?
page 8, a single pellet of nuclear fuel weighs how many grams?
page 24, the what of nuclear waste is one of the most difficult issues of the industry?
page 8, one way to split atoms is by bombarding atoms with a constant stream of what?
page 8, what are the negatively powered particles surrounding the nucleus of an atom?
page 8, all protons are charged how?
on page 4,what month did the chernobyl accident happen?
page 33, what is the greatest damage caused by nuclear power/accidents?
Page 12, Where was the first successful atomic test done?
page 21, in a reprocessing facility, used fuel is separated into what?
Page 18, what is it called when uranium is removed from a soulution and dried out?
Page 28, where was the first completed nuclear fuel cycle made?
page 21, uranium is a what kind of resource?
Page 16, what is a naturally radioactive metal in the earths crust?
Page 16, namibia opened its second what?
how many years is expected for a nuclear power station to stay in operation?

28 Clues: page 8, all protons are charged how? • Page 16, namibia opened its second what? • page 21, uranium is a what kind of resource? • page 7, ice caps are melting because of what? • page 8, what contains the protons and neutrons? • page 7, burning fossil fuels raises global what? • page 12, ww2 dropped the first atomic bomb where? • ...

Unit 5: Algebra 1 2022-05-19

Across

The x-values where the function has a value of zero.
Expression expression containing a square root.
The point where a line meets or crosses the y-axis
A function with a constant rate of change and a straight line graph
The ratio of the vertical and horizontal changes between two points on a surface or a line.
The set of x-coordinates of the set of points on a graph; the set of x-coordinates of a given set of ordered pairs. The value that is the input in a function or relation.
With respect to the variable x of a linear function y = f(x), the constant rate of change is the slope of its graph.
A rigid transformation of a graph in a horizontal direction, either left or right.

Down

a polynomial consisting of three terms or monomials.
The change in the value of a quantity by the elapsed time. For a function, this is the change in the y-value divided by the change in the x-value for two distinct points on the graph.
A value in a sequence--the first value in a sequence is the 1st term, the second value is the 2nd term, and so on; a term is also any of the monomials that make up a polynomial.
For any number x, the numbers that can be evenly divided into x are called factors of x.
Any mathematical calculation or formula combining numbers and/or variables using sums, differences, products, quotients including fractions, exponents, roots, logarithms, functions, or other mathematical operations.
A nonlinear function in which the independent value is an exponent in the function,as in y=abx.
The set of all possible outputs of a function.
A number multiplied by a variable in an algebraic expression.
The point where a line meets or crosses the x-axis
polynomial equation with two terms usually joined by a plus or minus sign
Algebraic expressions that include real numbers and variables
An equation of degree 2, which has at most two solutions.

20 Clues: The set of all possible outputs of a function. • Expression expression containing a square root. • The point where a line meets or crosses the y-axis • The point where a line meets or crosses the x-axis • a polynomial consisting of three terms or monomials. • The x-values where the function has a value of zero. • ...

MAT121 2021-04-06

Across

the number resulting from addition
inverse operation for addition
how many things in a set
set of all elements that are from 2 or more sets
exactly 2 factors, the number itself and one
singular, characters used to represent numbers
if every member of set A is assigned to a unique member of set B and every member of set B is used
include whole numbers and their opposites
when there is a 1-1 correspondence between the elements of both sets
a number that divides another number evenly
common members between 2 sets
the number resulting from multiplication
sequence set of digits used to identify something such as a phone number
repeated addition
the universe is a rectangle and closed loops inside the universe correspond to sets
set that has no element
limitless
all the members of the universe not in set A
set of options allowed to use
the number resulting from subtraction
no common members in 2 or more sets
include positive integers without 0
the distance from zero to a number

Down

if a and b are any two whole numbers, then a+b=b+a
describes where an object is in a sequence
has a limit, the number ends
product result of one number multiplied by another
an operation in which two whole numbers are combined to form another whole number
If a is any whole number, then a+0=0+a=a
amount left over after division
includes integers, fractions with integer numerators and denominators, and decimals that terminate or repeat
if a,b,c are any three whole numbers, then a+(b+c)=(a+b)+c
counting numbers
non-terminating and non-repeating decimals
has more than 2 factors
repeated subtraction
number(s) from an existing set
a group of distinct objects
an object that belongs to a set

39 Clues: limitless • counting numbers • repeated addition • repeated subtraction • has more than 2 factors • set that has no element • how many things in a set • a group of distinct objects • has a limit, the number ends • common members between 2 sets • set of options allowed to use • inverse operation for addition • number(s) from an existing set • amount left over after division • ...

Unit 2 Vocabulary 2023-11-14

Across

i
the coefficient of the term of highest degree
the number of times a given factor is repeated
an expression which is composed of variables, constants and exponents
property that defines how multiplication operation is distributed over addition and subtraction
another complex number that has the same real part as the original complex number, and the imaginary part has the same magnitude but opposite sign
an algebraic expression that has three non-zero terms
function's lowest value
the number that represents no amount or no objects
maximum and minimum points
four sections of a graph
going down
has a real part and an imaginary part
the graph goes up/increases
square root of negative one
the point at which two lines intersect
the grouping of numbers does not change the sum
The sum of the multiplicities
includes variables, coefficients and exponents
numbers that include both rational and irrational numbers

Down

a quotient of two polynomials
indicates how many copies of the base are multiplied together
mathematical function used to calculate the exponential growth or decay of a given set of data
numbers that can be moved or swapped from their position without making any difference to the answer
the basic rules of algebra
the graph goes down/decreases
larger number of factors than quadratic polynomials
The algebraic expression that contains only two terms
a value that a function approaches the output for the given input values
a statistical technique that relates a dependent variable to one or more independent variables
exponents that are fractions, where the numerator is a power and the denominator is a root
f(x) as x approaches positive infinity or negative infinity
a number or algebraic expression that divides another number or expression evenly
an algebraic equation of the second degree in x
a number r which, when raised to the power of the positive
going up
function's greatest value
a number that when multiplied by itself produces the original number

38 Clues: i • going up • going down • function's lowest value • four sections of a graph • function's greatest value • the basic rules of algebra • maximum and minimum points • the graph goes up/increases • square root of negative one • a quotient of two polynomials • the graph goes down/decreases • The sum of the multiplicities • has a real part and an imaginary part • ...

Math DCI crosspuzzle 2023-10-19

Across

When a factor is multiplied by the sum or difference of two terms ( 7(4+2) = 28+14)
A series of rules or laws associated with mathematical operations (combining like terms , distributive property)
An equation in which there is no value that fits the variable to make the equation true (x+4=x+2)
A quantity that can be expressed as an infinite decimal expansion (-2)
Simplifying an equation by grouping the alike variables, exponents, and more (4y+2y=6y)
An equation that results in one and only answer. (x=4)
A inverted fraction used to get the product of one
Two numbers resulting in a sum of zero (-6+6=0)
Regrouping like terms to make a more simple equation (2+4=6 , 6=6)
When you distribute a negative into every number in parentheses to get a opposite result for every value ( -(2+4) = -2-4)
The values used to create a algebraic expression (2x+7)
A real number that cannot be expressed as a ratio of integers (square root of 2)

Down

Using the opposite operation to undo what was done to the previous operation (5+2=7 , 7-2=5)
When your revenue equals your expenses ($7=$7)
Any number that can be written in fraction form (½)
A mathematical statement showing that the two expressions are equal (7x-4=14x-25)
A mathematical statement that consists of numbers and variables solved by using multiple operations (2x+4=16)
The relationship between two unequal values (4x>24)
An assignment of values to the unknown variables that creates a true equation (4+2=x , 6=x)
A number without a decimal or a fraction
An equation that results in both sides of the equation being equal (x=x , 4=4)
A point used to write fractions as a single number (42.25)
Used to represent the portion or part of a whole number (6 ½)
A number used for counting from 1 to infinity (1,2,3,4,5)
A positive or negative whole number

25 Clues: A positive or negative whole number • A number without a decimal or a fraction • When your revenue equals your expenses ($7=$7) • Two numbers resulting in a sum of zero (-6+6=0) • A inverted fraction used to get the product of one • Any number that can be written in fraction form (½) • The relationship between two unequal values (4x>24) • ...

Mathword 2024-05-07

Across

A comparison between two amounts using two dots or a fraction
A 2-D shape with 3 sides
The fillable space inside of a 3-D shape
Two fractions set equal to each other
An angle smaller than 90 degrees
A number sentence with at least one term
()
The total area it takes to cover a 3-D object
The small number that goes on the top right of a number
The distance around a full circle
A visual representation with an x-axis and y-axis
two expressions set equal to each other
Moving the decimal two spots to the right makes a ?
The top number of a fraction
The order of operations
Any positive or negative number or zero
Any number that can be written as a fraction
The comparison between two amounts using greater than or less than
The answer to a division problem

Down

Another word for equal or the same
Any shape with a countable amount of sides
The answer to a subtraction problem
Performing an action on a number, + - * /
The answer to an addition problem
The distance from the center of the circle to the outer circle line
Letters in math that stand for something
A 3-D shape that has rectangular sides and two bases
Nothingness
The chance that something has happened, tested and trialed
An angle bigger than 90 degrees
The chance that something will happen, in theory
The bottom number of a fraction
The answer to a multiplication problem
The space inside of a 2-D shape
A 3-D shape that has a point on the top
Numbers that can only be divided by themselves or 1 without getting a decimal
Any number that is full and complete, including zero
The distance it takes to go around a polygon
3.1415...
A 2-D shape with 5 sides
A 90 degree angle
The speed at which something is going or changing
The chance that something will happen

43 Clues: () • 3.1415... • Nothingness • A 90 degree angle • The order of operations • A 2-D shape with 3 sides • A 2-D shape with 5 sides • The top number of a fraction • An angle bigger than 90 degrees • The bottom number of a fraction • The space inside of a 2-D shape • An angle smaller than 90 degrees • The answer to a division problem • The answer to an addition problem • ...

Mathword 2024-05-07

Across

The answer to a subtraction problem
Letters in math that stand for something
Any positive or negative number or zero
An angle bigger than 90 degrees
A 90 degree angle
A number sentence with at least one term
The distance around a full circle
Numbers that can only be divided by themselves or 1 without getting a decimal
The fillable space inside of a 3-D shape
Nothingness
The comparison between two amounts using greater than or less than
The small number that goes on the top right of a number
()
The bottom number of a fraction
Any number that can be written as a fraction
A 2-D shape with 3 sides
The chance that something will happen
3.1415...
The answer to an addition problem
Performing an action on a number, + - * /
The space inside of a 2-D shape
The top number of a fraction
A 3-D shape that has a point on the top

Down

The answer to a division problem
two expressions set equal to each other
An angle smaller than 90 degrees
The distance it takes to go around a polygon
The total area it takes to cover a 3-D object
The speed at which something is going or changing
Another word for equal or the same
The order of operations
The distance from the center of the circle to the outer circle line
The chance that something has happened, tested and trialed
The chance that something will happen, in theory
Any number that is full and complete, including zero
Two fractions set equal to each other
A visual representation with an x-axis and y-axis
A 3-D shape that has rectangular sides and two bases
The answer to a multiplication problem
Moving the decimal two spots to the right makes a ?
A 2-D shape with 5 sides
A comparison between two amounts using two dots or a fraction
Any shape with a countable amount of sides

43 Clues: () • 3.1415... • Nothingness • A 90 degree angle • The order of operations • A 2-D shape with 3 sides • A 2-D shape with 5 sides • The top number of a fraction • An angle bigger than 90 degrees • The bottom number of a fraction • The space inside of a 2-D shape • The answer to a division problem • An angle smaller than 90 degrees • The distance around a full circle • ...

Mathword 2024-05-07

Across

The distance around a full circle
The distance from the center of the circle to the outer circle line
An angle smaller than 90 degrees
The distance it takes to go around a polygon
The answer to an addition problem
The answer to a multiplication problem
The speed at which something is going or changing
A visual representation with an x-axis and y-axis
3.1415...
The fillable space inside of a 3-D shape
A comparison between two amounts using two dots or a fraction
A 2-D shape with 3 sides
Two fractions set equal to each other
Performing an action on a number, + - * /
The answer to a division problem
Any number that can be written as a fraction
The top number of a fraction
The comparison between two amounts using greater than or less than
A 2-D shape with 5 sides
The chance that something has happened, tested and trialed

Down

The answer to a subtraction problem
The chance that something will happen, in theory
A 3-D shape that has a point on the top
Letters in math that stand for something
Nothingness
A 3-D shape that has rectangular sides and two bases
The order of operations
A number sentence with at least one term
The total area it takes to cover a 3-D object
Any number that is full and complete, including zero
Another word for equal or the same
The bottom number of a fraction
Moving the decimal two spots to the right makes a ?
The space inside of a 2-D shape
Any shape with a countable amount of sides
The small number that goes on the top right of a number
()
An angle bigger than 90 degrees
A 90 degree angle
The chance that something will happen
Any positive or negative number or zero
two expressions set equal to each other
Numbers that can only be divided by themselves or 1 without getting a decimal

43 Clues: () • 3.1415... • Nothingness • A 90 degree angle • The order of operations • A 2-D shape with 3 sides • A 2-D shape with 5 sides • The top number of a fraction • The bottom number of a fraction • The space inside of a 2-D shape • An angle bigger than 90 degrees • An angle smaller than 90 degrees • The answer to a division problem • The distance around a full circle • ...

Mathword 2024-05-07

Across

The distance around a full circle
The distance from the center of the circle to the outer circle line
An angle smaller than 90 degrees
The distance it takes to go around a polygon
The answer to an addition problem
The answer to a multiplication problem
The speed at which something is going or changing
A visual representation with an x-axis and y-axis
3.1415...
The fillable space inside of a 3-D shape
A comparison between two amounts using two dots or a fraction
A 2-D shape with 3 sides
Two fractions set equal to each other
Performing an action on a number, + - * /
The answer to a division problem
Any number that can be written as a fraction
The top number of a fraction
The comparison between two amounts using greater than or less than
A 2-D shape with 5 sides
The chance that something has happened, tested and trialed

Down

The answer to a subtraction problem
The chance that something will happen, in theory
A 3-D shape that has a point on the top
Letters in math that stand for something
Nothingness
A 3-D shape that has rectangular sides and two bases
The order of operations
A number sentence with at least one term
The total area it takes to cover a 3-D object
Any number that is full and complete, including zero
Another word for equal or the same
The bottom number of a fraction
Moving the decimal two spots to the right makes a ?
The space inside of a 2-D shape
Any shape with a countable amount of sides
The small number that goes on the top right of a number
()
An angle bigger than 90 degrees
A 90 degree angle
The chance that something will happen
Any positive or negative number or zero
two expressions set equal to each other
Numbers that can only be divided by themselves or 1 without getting a decimal

KK Crossword Puzzle 2024-05-07

Across

defined as the number of favorable outcomes divided by the total number of possible outcomes.
A comparison of two measurements in which one of the terms has a value of one
Pairs of opposite angles made by two intersecting lines.
Steepness of a line from left to right
two angles that are side by side and share a common vertex and a common side
the amount of money borrowed or invested, on which interest is calculated.
the difference between estimated value and the actual value in comparison to the actual value and is expressed as a percentage
the probability of an event actually happening
the ratio of corresponding sides on two similar figures
a rule used to count the total number of possible outcomes in a situation
The percent change in a value compared to its initial value
A constant value
two or more angles that have the same measure

Down

A value, or values, we can put in place of a variable (such as x) that makes the equation true
AREA measures the space needed to cover the outside of a three-dimensional shape.
an interest charge that borrowers pay lenders for a loan.
those angles that sum up to 180 degrees
The difference between the final value and the initial value expressed in percent form.
two sides are said to be congruent if they have the same length.
The amount that a percent changes when increased or decreased
A comparison of two values at the same time
Relationship between two values that are not equal
the difference between a product's selling price and cost as a percentage of the cost
two angles whose sum is 90 degrees
money or a loan
an enlarged or reduced drawing that is proportional to the original object
Two fractions or ratios are equal
the difference between the marked price (list price) and the selling price of an article.
A ratio between two measurements using different units

29 Clues: money or a loan • A constant value • Two fractions or ratios are equal • two angles whose sum is 90 degrees • Steepness of a line from left to right • those angles that sum up to 180 degrees • A comparison of two values at the same time • two or more angles that have the same measure • the probability of an event actually happening • ...

Math vocabulary Crossword 2 2024-05-15

Math vocabulary Crossword 2 crossword puzzle

Across

To find the value of an expression, you ___ the given numbers or variables.
A polynomial with only one term is called a ___.
Numbers that are the same distance from zero on a number line but in opposite directions are called ___.
The reciprocal of a number is also known as its ___.
A mathematical statement that two ratios are equal is called a ___.
A solid geometric figure with two congruent and parallel faces, and all other faces are rectangles, is called a ___.
When two quantities do not have a constant ratio, they are said to be ___.
To break down a number or expression into its prime components, you ___ it.
To perform calculations involving multiple operations, you follow the ___.
What does GCF stand for?
A whole number, its opposite, and zero are all examples of ___.
The likelihood of an event happening is called ___.
When a number is multiplied by its reciprocal, the result is always ___.
An increase in the original price of an item is called a ___.

Down

A reduction of the original price of an item is called a ___.
The money paid regularly at a particular rate for the use of money lent, or for delaying the repayment of a debt is called ___.
When solving equations, you can multiply both sides by the same number without changing the equality, which is known as the ___.
A triangle with at least two sides of equal length is called an ___.
To find how much a quantity has increased or decreased in percentage, you calculate the ___.
When adding or subtracting fractions with different denominators, you find the ___.
Another term for a tip given to a server is ___.
The ratio of the circumference of a circle to its diameter is represented by the Greek letter ___.
A mathematical statement that shows the relationship between two quantities and uses symbols such as <, >, or ≠ is called an ___.
To find the average distance between each data point and the mean of the data set, you calculate the ___.
A closed figure formed by straight lines is called a ___.

25 Clues: What does GCF stand for? • A polynomial with only one term is called a ___. • Another term for a tip given to a server is ___. • The likelihood of an event happening is called ___. • The reciprocal of a number is also known as its ___. • A closed figure formed by straight lines is called a ___. • A reduction of the original price of an item is called a ___. • ...

Aubrey M 2024-05-02

Across

questions that have the same solution
the number resulting from
Parts per 100
The operation that reverses the effect of another operation
a number with no fractional part
The distance around a two-dimensional shape.
Terms whose variables (such as x or y) with their exponents (such as the 2 in x2) are the same.
the difference between two quantities or values involves subtraction
a decimal which has a finite number of digits, that is,
rational numbers are all integers, fractions,
a straight line passing through the center of a circle
decimals and terminating decimals
the distance around a circle
In Algebra, a constant is a number on its own, or sometimes a letter such as a, b or c to stand for a fixed number.
the result when two numbers are multiplied
comes to an end and doesn't go on forever
one of two numbers whose product is 1, n x 1/n = 1
FIGURE shape composed of a
the distance the number is from zero on the number line

Down

DECIMAL A decimal number with a digit (or group of digits) that repeats forever.
and algebraic expression with the highest exponent of a variable being 1
the distance from the center of a circle to its circumference.
one number by another
as lxl
a decimal which has repeating digits or
touch both sides of the circumference
A 2-dimensional system in which the coordinates of a point are its distances from two intersecting, usually perpendicular, straight lines called axes.
the size a surface takes up
To calculate the value of
In Algebra a term is either a single number or variable, or numbers and variables multiplied together
A number used to multiply a variable
EXPRESSION a mathematical phrase combining numbers and/or variables.
DECIMAL A decimal number that has digits that end
of other shapes
An equation says that two things are equal.
how many parts of a whole
two numbers having the same numeral but different signs

37 Clues: as lxl • Parts per 100 • of other shapes • one number by another • the number resulting from • To calculate the value of • how many parts of a whole • FIGURE shape composed of a • the size a surface takes up • the distance around a circle • a number with no fractional part • decimals and terminating decimals • A number used to multiply a variable • questions that have the same solution • ...

Aubrey M 2024-05-07

Across

touch both sides of the circumference
A decimal number with a digit (or group of digits) that repeats forever.
questions that have the same solution
one number by another
the distance around a circle
comes to an end and doesn't go on forever
the distance from the center of a circle to its circumference.
A 2-dimensional system in which the coordinates of a point are its distances from two intersecting, usually perpendicular, straight lines called axes.
In Algebra a term is either a single number or variable, or numbers and variables multiplied together
To calculate the value of
The distance around a two-dimensional shape.
of other shapes
A number used to multiply a variable.
the result when two numbers are multiplied
and algebraic expression with the highest exponent of a variable being 1
The operation that reverses the effect of another operation
decimals and terminating decimals
as lxl
a straight line passing through the center of a circle
how many parts of a whole
the number resulting from
An equation says that two things are equal.
a number with no fractional part

Down

a decimal which has a finite number of digits, that is,
shape composed of a
Parts per 100
rational numbers are all integers, fractions,
the distance the number is from zero on the number line
a decimal which has repeating digits or
one of two numbers whose product is 1, n x 1/n = 1
A decimal number that has digits that end
the difference between two quantities or values involves subtraction
the size a surface takes up
two numbers having the same numeral but different signs
In Algebra, a constant is a number on its own, or sometimes a letter such as a, b or c to stand for a fixed number.
Terms whose variables (such as x or y) with their exponents (such as the 2 in x2) are the same.
a mathematical phrase containing numbers and/or variables.

37 Clues: as lxl • Parts per 100 • of other shapes • shape composed of a • one number by another • To calculate the value of • how many parts of a whole • the number resulting from • the size a surface takes up • the distance around a circle • a number with no fractional part • decimals and terminating decimals • touch both sides of the circumference • questions that have the same solution • ...

Aubrey M 2024-05-07

Across

touch both sides of the circumference
A decimal number with a digit (or group of digits) that repeats forever.
questions that have the same solution
one number by another
the distance around a circle
comes to an end and doesn't go on forever
the distance from the center of a circle to its circumference.
A 2-dimensional system in which the coordinates of a point are its distances from two intersecting, usually perpendicular, straight lines called axes.
In Algebra a term is either a single number or variable, or numbers and variables multiplied together
To calculate the value of
The distance around a two-dimensional shape.
of other shapes
A number used to multiply a variable.
the result when two numbers are multiplied
and algebraic expression with the highest exponent of a variable being 1
The operation that reverses the effect of another operation
decimals and terminating decimals
as lxl
a straight line passing through the center of a circle
how many parts of a whole
the number resulting from
An equation says that two things are equal.
a number with no fractional part

Down

a decimal which has a finite number of digits, that is,
shape composed of a
Parts per 100
rational numbers are all integers, fractions,
the distance the number is from zero on the number line
a decimal which has repeating digits or
one of two numbers whose product is 1, n x 1/n = 1
A decimal number that has digits that end
the difference between two quantities or values involves subtraction
the size a surface takes up
two numbers having the same numeral but different signs
In Algebra, a constant is a number on its own, or sometimes a letter such as a, b or c to stand for a fixed number.
Terms whose variables (such as x or y) with their exponents (such as the 2 in x2) are the same.
a mathematical phrase containing numbers and/or variables.

Remi's Cross ward Puzzle 2024-05-07

Remi's Cross ward Puzzle crossword puzzle

Across

steepness and direction of a line as read from left to right
either of two angles whos sum is 90
the actual result of an experiment which may be different from the theoretical probability
The amount of space covering the outside of a three dimensional shape
the concept used in geometry when the sides of a figure are equal to each other
When two variables are directly or indirectly proportional to each other
the difference between a product's selling price and cost as a percentage of the cost
subtracting a given percentage of a value from the original value
the ratio between the scale of a given original object and a new object
a comparison of two measurements in which one of the terms has a value of I
the amount of money borrowed or invested, on which interest is calculated
a ratio between two measurements using different units

Down

two angles are adjacent if they have a common side and a common vertex
the relative change between an old value and its new value expressed as a percentage of the old value
a technique used to calculate the proportion of interest paid on a sum over a set time period at a set rate.
either of two angles whose sum is 180°
difference between the final value and the initial value, expressed in the form of a percentage
an enlarged or reduced drawing that is proportional to the original object
The answer to a problem
equals the difference between the price paid for and it's par value
an interest charge that borrowers pay lenders for a loan
two angles are adjacent if they have a common side and a common vertex
The difference between estimated value and the actual value in comparison to the actual value
when numbers are not equal
being in proportion means that two ratios or fractions are of equal value
The ratio of the number of a favorable outcomes to the number of possible outcomes
is the comparison of two values of the same kind

27 Clues: The answer to a problem • when numbers are not equal • either of two angles whos sum is 90 • either of two angles whose sum is 180° • is the comparison of two values of the same kind • a ratio between two measurements using different units • an interest charge that borrowers pay lenders for a loan • steepness and direction of a line as read from left to right • ...

Final Banagrams 2024-06-20

Across

One of the four sections of a coordinate plane, divided by the x-axis and y-axis.
Fraction A fraction where the numerator is greater than or equal to the denominator.
A number that is multiplied by a variable in an algebraic expression.
The top part of a fraction that shows how many parts are being considered.
The amount of space inside a three-dimensional object.
The bottom part of a fraction that shows how many equal parts the whole is divided into.
Rate A rate with a denominator of one unit.
A ratio that compares a number to 100.
Mathematical statements that show two expressions are equal, using an equals sign.
To make a math problem easier by combining like terms or reducing fractions.
A number that can be expressed as a fraction of two integers.
A number that shows how many times a base is multiplied by itself.
The average of a set of numbers, found by dividing the sum of the numbers by the number of items.
The inverse of a number; for a fraction, it’s obtained by swapping the numerator and denominator.

Down

A reduction in price.
The distance around a circle.
The chance of an event occurring, expressed as a fraction or percentage.
The middle number in a sorted, ascending or descending, list of numbers.
The number that appears most frequently in a data set.
A part of a whole, expressed as a numerator over a denominator.
A straight line passing through the center of a circle, connecting two points on the circumference.
The point where two lines, edges, or sides meet.
Mathematical statements that compare two expressions using inequality signs.
Mathematical phrases that can involve numbers, variables, and operations.
A ratio that compares the sizes of a drawing or model to the actual size.
An equation that states two ratios are equal.
The amount of space inside a two-dimensional shape.
A line segment from the center of a circle to any point on its circumference.

28 Clues: A reduction in price. • The distance around a circle. • A ratio that compares a number to 100. • Rate A rate with a denominator of one unit. • An equation that states two ratios are equal. • The point where two lines, edges, or sides meet. • The amount of space inside a two-dimensional shape. • The number that appears most frequently in a data set. • ...

Maths Terminology - Hafsa 2023-03-03

Across

The number that is to be multiplied.
The result of a number multiplied by itself.
fractions If the value of the numerator is less than the denominator
Subtract
The direction which the hands of a clock moves.
number The triangular number sequence is the representation of the numbers in the form of equilateral triangle arranged in a series or sequence.
Numbers that when divided by 2 have a remainder or decimal.
Addition.
The answer to an addition problem.
A positive numeric value that is equal to the sum of its divisors.
Single numbers used to represent the value of them.
Arrangements of objects, pictures or numbers in columns or rows.
Numbers going from smallest to biggest.
Multiply
Divide
The answer to a multiplication problem.
The result of a number multiplied by itself twice.
Numbers that follow after one another.
Similar but not exactly the same.
To multiply a number by itself.
Exactly how the number looks in a number.

Down

The number you get when multiplying two numbers together.
A number with only two factors
The number being divided.
The number that the other number is being divided by.
The answer to a division problem.
A number, in another numbers factors, that are a prime number.
Where a number is housed in a bigger number.
The number that the other number is multiplied by.
Numbers going from biggest to smallest.
The opposite of the direction in which the hands of a clock move.
Angles that are on opposite ends of a line.
Numbers that can be divided by 2 equally.
Multiplying a number by 2.
Identity element of + & -
A number with more than two factors.
The numbers that have to be multiplied together in order to make a specific number.
How much a specific number is worth in a bigger number.
Identity element of x & ÷
Symbol or name that stands for a number

40 Clues: Divide • Subtract • Multiply • Addition. • The number being divided. • Identity element of + & - • Identity element of x & ÷ • Multiplying a number by 2. • A number with only two factors • To multiply a number by itself. • The answer to a division problem. • Similar but not exactly the same. • The answer to an addition problem. • The number that is to be multiplied. • ...

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