Product or Quotient Rule
Powers of a Power Rule
Random
Product to a Power Rule/Quotient to a Power Rule
Unit 2 Vocabulary
100

4x 4

412

100

(x2)=

x4

100

120 =

1

100

Simplify:  (4 x 6)2

4x 62 

100

The factor that is to be multiplied by itself is called...

Base

200

(-7)x (-7)12 

(-7)17

200

(y3)2 =

y6

200

To raise a product to a power, raise each factor to the same power is called...

Product to a Power Rule

200

Simplify:  (5 x 8)

54 x 84

200

General rules or actions used in mathematical calculations is called...

Property

300
x6/x4 =
x2
300

(xy4)3 =

x3y12

300

Solve:  a-5 x a=

a-3

300

Simplify: 

(100/10)^5

(100^5/10^5)

300

To multiply exponential terms with the same base, keep the base, and add the exponents together is called...

Product Rule

400

(-8)7/(-8)2 =

(-8)5

400

(510)=

540

400

Which one of these is the base:  520

5
400

Simplify using Laws of Exponents: 

(4/1)^5

(4^5/1^5)

400

Any factor other than zero raised to the zero power equals one is called...

Zero Power Property

500

34/39 =

3-5 or 1/35

500

(x3y2)6 =

x18y12

500

The amount of times a factor is multiplied by itself. Also called a Power is called...

Exponent

500

Simplify using Laws of Exponents: 

(3 x 9)^-2

3^-2  x  9^-2

500

Creates a reciprocal of the base, which is raised to a positive exponent. 

2-6 = 1/26

Negative Exponent Property

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