Product Rule & Quotient Rule
Power of a Power
Distributive Rules
100

Simplify.

(m6)(m8)

m14

100

Simplify by writing as a single power.

(24)3

212

100

Simplify.

(a2b)6

a12b6

200

Simplify and evaluate.

59 ÷ 55

54 = 625

200

Simplify by writing as a single power.

[(-7)3]12

(-7)36

200

Simplify.

(x3 ÷ y6)2

x÷ y12

300

Simplify.

(a5)(b)(a2)(b3)

a7b4

300

Simplify by writing as a single power.

(63)2 ÷ 63

63

300

Simplify.

(m3n9 ÷ m2n6)5

m5n15

400

Simplify and evaluate.

(23)(35) ÷ 34

(23)(3) = 24

400

Simplify by writing as a single power.

(82)(83)4

814

400

Simplify by writing as a single power.

(43)(73)

283

500

Simplify and evaluate.

(9-4)(916) ÷ [(94)(96)]

92 = 81

500

Simplify.

(34)5(62)8

(320)(616)

500

Simplify by writing as a single power and evaluate.

(-83) ÷ 43

(-2)3 = -8