Power and Product Rule Exponents

Simplify

c¹² ∗ c¹³

• c²⁵

• c¹⁵⁶

• c¹²³

• 2c²⁵

(5^2c^3)^5

• 10^5c^5

• 5^7c^8

• 5^10c^15

• 5^10/c^15

Simplify

(v⁵)(v⁵)

• v¹⁰

• v²⁵

• 2v¹⁰

• 2v²⁵

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

• True

• False

Simplify.

-3(b³)²(-2b⁴)²

• -12b¹⁴

• 12b¹⁴

• 6b¹⁴

• -12b¹¹

Simplify with one exponent for each base:

(2ab)³

• 2³a³b³

• 2ab³

• 6a³b³

• 6ab

When you are multiplying monomials using the Product Rule, ​​ ​ (a)   must be the same and ​ (b)   exponents.

• bases

• add

• numbers

• variables

• letters

• coefficents

• exponents

Simplify.

(-2mn) (3m²n⁴)²

• -18m⁵n⁹

• -12m⁵n⁹

• -18m⁵n⁷

• -12m⁵n⁷

When you are multiplying monomials using the Product Rule, ​​ ​ must be the same and ​ exponents.

• bases

• add

• numbers

• variables

• letters

• coefficents

• exponents