Academic Vocabulary

Numbers that can not be written as a quotient of two integers

Numbers that can be written as a quotient of two integers

A number used to indicate the number of times a term is used as a factor to multiply itself.

Numbers that are whole numbers, zero, and their opposites

Any number multiplied by itself exactly three times

A way to show large or small numbers as the product of two factors: a×10^n, where 1 < a < 10.

The number part in front of the variable in an algebraic expression, signifying multiplication.

The value of a variable in an equation

The number that is used as a repeated factor in an exponential term

numbers, operations, and variables no equal sign

Symbol used to represent square roots

Inverse of squaring a number

Multiplying a sum by a # is the same as multiplying each addend and then adding the products

Inverse of cubing a number

Two quantities that have a different appearance but the same value

mathematical statement that shows two sides are equal to each other

Decimals that do not terminate but continue in a pattern

Number that results from multiplying a number by itself exactly two times

consists of a base and an exponent.

Decimals that stop and have a remainder of 0