Division of Exponents

Front

According to the laws of exponents, when multiplying, keep the base the same and __________ the exponents.

Back

Add

Front

Simplify -4x^0

Back

-4

Front

According to the laws of exponents, when dividing, keep the base the same and __________ the exponents.

Back

Subtract

Front

The number in front of the base is called the:

Back

Coefficient

Front

Simplify x^28y^12 / x^2y

Back

x^26y^11

Front

What is the value of x^0?

Back

1

Front

If a^m / a^n = a^(m-n), what does this represent?

Back

The law of division of exponents.

Front

What is the coefficient in the expression 5x^3?

Back

5

Front

Simplify x^5 / x^5

Back

1

Front

What happens when you raise a power to a power, such as (a^m)^n?

Back

You multiply the exponents: a^(m*n).