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inverse property of multiplication

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Algebra Math

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Mar 1, 2020

Cards (30)

Section 1

(30 cards)

inverse property of multiplication

Front

a(1/a)=1

Back

Inverse Property of Addition

Front

a+(-a)=0

Back

triple

Front

three times as much or as many

Back

properties of equality

Front

the rules of algebra used to transform equations into equivalent equations.

Back

more than or equal to

Front

≥

Back

independent variable

Front

The experimental factor that is manipulated; the variable whose effect is being studied.

Back

Commutative Property

Front

The property that says that two or more numbers can be added or multiplied in any order without changing the result.

Back

constant

Front

A term without a variable

Back

Coefficient

Front

A number in front of a chemical formula in an equation that indicates how many molecules or atoms of each reactant and product are involved in a reaction.

Back

Transitive Property

Front

If a=b and b=c, then a=c

Back

decrease by a factor

Front

divide by that number

Back

division

Front

taxonomic term used instead of phylum to group related classes of plants and bacteria

Back

combine like terms

Front

simplify expressions by adding or subtracting like terms

Back

variable

Front

A factor that can change in an experiment

Back

multipication

Front

the process or skill of multiplying.

Back

equation

Front

A mathematical sentence that contains an equals sign.

Back

graph

Front

instrument for recording

Back

substitute

Front

to replace one thing or person for another

Back

equals

Front

the same as

Back

increased by

Front

to add

Back

goes into

Front

division

Back

less than or equal to

Front

≤ or can also be written as <=

Back

expression

Front

A mathematical phrase that contains operations, numbers, and/or variables.

Back

double

Front

twice as much, or twice as many

Back

addition

Front

Additional Premise Indicator

Back

Associative Property

Front

(a+b)+c=a+(b+c)

Back

Solution

Front

A homogeneous mixture of two or more substances

Back

Symmetric

Front

Being equal or the same in size, shape, and relative position

Back

reflexive

Front

AB=AB

Back

subtraction

Front

An operation in which we take away 1 number from another to get a smaller number

Back