Laws of Exponents Easy

Simplify the following:
(x²y)⁵

• x⁷y⁵

• x²y⁵

• x¹⁰y⁵

• x⁵y⁵

Simplify (x¹⁴)³

• x¹⁷

• x⁴²

• x¹¹

• 3x¹⁴

(2x²)²(3x³)³

• 36x¹⁰

• 36x¹³

• 96x¹³

• 96x¹⁰

(g³h)(g⁷h³j⁰)

• 1

• g¹⁰h⁴

• g²¹h³

• g¹⁰h³j⁰

Evaluate this expression using the quotient rule.

• 9⁵

• 9⁹

• 1⁵

• 9^-5

Simplify the exponential expression.

• 2x⁶y¹²

• 2x⁵y⁷

• 8x⁶y¹²

• 8x⁵y⁷

According to exponent rules, when we multiply terms with the same base we _______ the exponents.

• Multiply

• Add

• Divide

• Subtract

Rewrite the following expression in exponential form:

2*2*2*5*5*5*5

• 3*2*4*5

• 8*625

• 2³*5⁴

• 3²*4⁵

m*m*m*m*p*p*p*q*q*q*q*q

• 4m*3p*5q

• m⁴p³q⁵

• 4^m3^p5^q

• 12mpq

Power to a Power Law states: keep the base the same and do this to the exponents.

• multiply

• add

• subtract

• divide