1/27 - The Power Rule - Exponents

1/27 - The Power Rule - Exponents

Raising monomials by a power

Let's get ready to learn about the Power Rule

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Multiple Choice

Simplify (wx⁴z²)⁵

• wx²⁰z¹⁰

• w⁵x²⁰z¹⁰

• w⁶x⁹z⁷

• wx⁹z⁷

Multiple Choice

Simplify (-2m)⁴

• 16m⁴

• -8m⁴

• 16m⁵

• -8m⁵

Multiple Choice

Simplify (-2r³p²m)³

• -8r⁹p⁶m³

• -8r⁹p⁶m

• -6r⁶p⁵m⁴

• -6r⁹p⁶m³

Multiple Choice

Simplify (wm⁵)³

• w³m¹⁵

• wm¹⁵

• w⁴m⁸

• w³m⁸

Multiple Choice

Simplify (x⁵)⁶

• x³⁰

• x¹¹

• x

• 6x¹¹

Multiple Choice

Simplify (-x²y⁴)²

• x⁴y⁸

• -x⁴y⁶

• -2x⁴y⁸

• -2x⁴y⁶

Multiple Choice

Simplify (4xy⁴)³

• 64x³y¹²

• 64xy¹²

• 12x³y¹²

• 7x⁴y⁷

• 16x⁴y⁷

Multiple Choice

(8⁵)³

• 8⁸
• 8¹⁵
• 8²
• 1/8²

Multiple Choice

(3y⁴)²

• 9y⁸
• 9y⁶
• 6y⁸
• 6y⁶

Multiple Choice

According to exponent rules, when we simplify (x²)⁵ we _______ the exponents.

• add

• subtract

• multiply

• divide

The Power Rule

A monomial raised to another power---> (x^a)^b=x^a*b -----> (x³)⁵=x¹⁵