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the result/total of an equation consisting of numbers, variables, and operations.

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the distance in between two numbers, mostly used in subtraction.

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the end result of an equation when two or more numbers are multiplied(x) together.

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the result when two or more numbers are divided (÷).

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shows how many of each variable there is. variables can consist of an assortment of letters (a-z).

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» always true when...
both sides of the equation are balanced no matter what number a variable is.

» sometimes true when...
the two sides of the equation won't always be equal. only some numbers will make the equation balanced for the variable.

» never true when...
no matter what number each variable is, the equation will never be balanced, and you can't simplify and make the two sides equal.

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the sum (addition) of any two terms.

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the sum of many different terms

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we use an area model when there is an expression that can be simplified, but the expression consists of two parts that are multiplied together.

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a value that does not change.

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two terms that have the same exponent or variables that can be added together.

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how much value a term has, for example a term with an exponent can be more powerful then a term without an exponent.

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flipping a fraction, basically turning it into multiplication

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a way to write math, to oraganize.

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the term in an expression that has the highest value.

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An expression consisting of three terms.

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a number that can be expressed as a fraction

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a number that cannot be expressed as a fraction (for example pi)

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a number that can be multiplied by itself to get another number/total.

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a limit in a value of an expression.

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difference between the highest and lowest values.

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the set of the correct numbers to an expression or variable.

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when you multiply a number by itself repeatedly.

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the number inside the radical symbol. the radical symbol represents the root of something, while the radicand represents how many times the number is multiplied by itself.

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a variable that represents something that is part of a function

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the variable that is caused by the function

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the condition to represent the input and output

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on graphs, you can check if something can be a function by drawing a vertical line, and if the line goes over any other line, then it is not a function.

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change between two points on a graph

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value of y when x has a value of 0

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a graph where there is a straight line

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a form to represent a graph: y=mx+b

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a form to represent a graph: y-y1=m(x-x1)

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a type of function that is clearly expressed

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a function expressed many times

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the difference between two numbers that don't change