More Multiplication Properties of Exponents

More Multiplication Properties of Exponents

By Deb Scott

Product of Powers

Power to a power

Multiple Choice

(a⁴)⁶

• a⁴⁶

• a²⁴

• a¹⁰

Multiple Choice

a⁶ ⋅ a⁴

• a⁶⁴

• a²⁴

• a¹⁰

Multiple Choice

a²(a³)(a⁶)

• a¹¹

• a³⁶

• a20

• 3a¹²

Multiple Choice

(-3y)³

• 9y³
• -27y³
• -9y³
• -3y³

Multiple Choice

(-2f²g³)³

• 8f⁵g⁶
• - 8f⁵g⁶
• - 8f⁶g⁹
• 8f⁶g⁹

Multiple Choice

(2ab)³

• 2³a³b³
• 2ab³
• 6a³b³
• 6ab

Multiple Choice

(-8x¹⁰y⁹)²

• -16x²⁰y¹⁸
• 64x¹²y¹¹
• 64x²⁰y¹⁸
• -16x¹²y¹¹

Multiple Choice

(2x³y)⁶

• 2x¹⁸y⁶
• 64x¹⁸y⁶
• 64x³y⁶
• 2x³y⁶

Multiple Choice

2.) Simplify
(3x³y⁵)⁴

• 3x¹²y²⁰
• 81x¹²y²⁰
• 12x¹²y²⁰
• 81x⁷y⁹

Multiple Choice

(5³x²y⁴)⁰

• 5xy
• 1
• 0
• 5

Multiple Choice

Simplify the expression.
   (3c)⁴

• 81c⁴
• 3⁴c⁴
• 81c
• 12c⁴

Multiple Choice

(2x³y)⁶

• 2x¹⁸y⁶
• 64x¹⁸y⁶
• 64x³y⁶
• 2x³y⁶

Multiple Choice

Simplify

• A
• B
• C
• D

Multiple Choice

In order to multiply powers with the same base, we add their exponents. 

• True 
• False

Multiple Choice

Simplify the expression: 
c⁴⋅c³=

• ^c12
• c⁴⁺³
• c⁷

Multiple Choice

According to exponent rules, when we raise a power to another exponent we _______ the exponents.

• add
• subtract
• multiply
• divide

Multiple Choice

(2⁸)²

• 2¹⁶
• 2¹⁰
• 2⁶
• 2⁴

Multiple Choice

Solve

• h¹⁹
• h⁹⁰
• h^-1
• 1/h¹

Multiple Choice

• A
• B
• C
• D

Multiple Choice

(x⁶)³

• x⁹
• x²
• x⁶
• x¹⁸

Multiple Choice

Simplify.
x⁴ * x⁸

• x²
• x⁴
• x¹²
• x³²

Multiple Choice

• k⁷
• k³
• 1/k¹⁰
• k¹⁰

Multiple Choice

x⁵ * x⁴

• x⁹
• x²⁰
• 2x⁹
• 9x