Product of Powers Laws

Use the properties of exponents to write the expression as a single power: (1¹¹)(1¹) =

• 1¹²

• 1¹⁰

• 1¹¹

Use the properties of exponents to write the expression as a single power: (b¹)(b¹¹) =

• b¹¹

• b¹⁰

• b¹²

Use the properties of exponents to write the expression as a single power: (8⁸)(8⁶) =

• 8⁴⁸

• 8¹⁴

• 8²

Use the properties of exponents to write the expression as a single power: (5⁶)(5⁶) =

• 5¹²

• 5³⁶

• 5⁰

Simplify the expression:
5²⋅5¹=

• 5³

• 5³⁺¹

• 5²

Simplify the expression.

10⁶ x 10⁸ = ______

• 10¹⁴

• 10⁴⁸

• 10²

• -10¹⁴

Simplify the expression: 
c⁴⋅c³=

• ^c12

• c⁴⁺³

• c⁷

Simplify the expression.

3(3⁴) x 8(3⁴) = ______

• 11(3¹⁶)

• 24(3⁸)

• 24(3¹⁶)

• 11(3⁸)

Simplify the expression.

5(7^-6) x 2(7¹⁰) = ______

• 7(7⁴)

• 7(7^-6)

• 10(7⁴)

• 10(7⁶⁰)

Simplify the expression.

(4¹²) x 9(4^-7) = ______

• 9(4⁵)

• 9(5⁴)

• 9(4¹⁹)

• 9(4^-5)