Find the product
Find the quotient
Multiplying and Dividing Monomials 1
Multiplying and Dividing Monomials 2
Misc.
100

(47)(46)

413

100

106/105

10

100

Simplify using Laws of Exponents: c · c5

c6

100

Simplify using Laws of Exponents:(-2w4)(5w)

-10w5

100

What do we do to the exponents when we have the same bases being multiplied?

Add them

200

(f3)(f9)

f12

200

g13/g9

g4

200

Simplify using Laws of Exponents: b12 / b8

b4

200

Simplify using Laws of Exponents: 4x9 / 2x5

2x4

200

What do we do to the exponents when we have the same bases being divided?

Subtract them

300

(-cr7)(-r5)

cr12

300

(-5)9/(-5)

(-5)8

300

Simplify using Laws of Exponents: d22 · d12

d34

300

Simplify using Laws of Exponents: (6b12)(3b2)

18b14

300

What do we do to the exponents when we have DIFFERENT bases being multiplied?

Multiply the numbers, and then use exponent rules (add them)

400

9h(3h11)

27h12

400

(-z)15/(-z)11

(-z)4

400

Simplify using Laws of Exponents: x25 / x13

x12

400

Simplify using Laws of Exponents: -8r10 / 2r5

-4r5

400

What do we do to the exponents when we have DIFFERENT bases being divided?

Divide the numbers, then use exponent rules (subtract them)

500

the product of ten squared and ten to the seventh power

109

500

the quotient of two to the sixth power and two squared

24

500

Simplify using Laws of Exponents: a30 / a20

a10

500

Simplify using Laws of Exponents: (-9s)(2s3)

-18s4

500

Challenge problem: Charmaine and Aaron are having a debate. Charmaine thinks the answer to their math homework is 70, but Aaron says the answer is 1. Explain how both Charmaine and Aaron can be correct.

Because anything raised to the zero exponent is equal to one, their answers are equal.