Power of Exponents Multiplying

Simplify the expression:5⁸/5^-4

• 5^-32

• 5^-4

• 5⁴

• 5¹²

Name the exponent property: 5^-9X 5^-5

• Power to power property (multiplying exponents)

• Product Property (adding exponents)

• Quotient Property (negative exponents)

• Zero power property (answer is always 1)

Name the exponent property: 2^-4X 2³

• Power to power property (multiplying exponents)

• Product Property (adding exponents)

• Quotient Property (negative exponents)

• Zero power property (answer is always 1)

When you have a power to a power you __________________________________ the exponents.

• Divide

• Multiply

• Add

• Subtract

Simplify the expression   

To turn a negative exponent positive you

______________________.

• Multiplying

• Change the negative to positive

• Flip it

• Adding

x³⋅x² =

• x⁵

• x⁶

• x⁹

• x¹

When multiplying powers with the same base, you _______________ the exponents.

• Add

• Subtract

• Multiply

• Divide