Multiplying and Dividing
Power of a Power
Multiplying and Dividing 2
Simplify (answers do not have exponents)
Law of Exponents
100

Solve :   3 · 35

What is 36 ?

100

Simplify using Properties of Exponents: (32)5

What is 310?

100

Operation used when dividing exponents

1. addition

2. subtraction

3.  multiplication

What is subtraction?

100

Simplify and solve using Properties of Exponents: (52)1

52=25

100

What is any number raised to the 0 power equal to?

    (example) 90

1

200

Simplify using Properties of Exponents: 212 / 28

What is 2?

200

Simplify using Properties of Exponents: (53)5

515

200

Simplify and solve using Properties of Exponents: 29 / 25

What is 24 ? or 16

200

Simplify using Properties of Exponents: (21)-5

1/32

200

Which law for exponents says that when dividing powers with the same base, you can subtract the exponents?

The Quotient of Exponents Law

300

Simplify using Properties of Exponents: 722 · 712

What is 734?

300

Simplify using Properties of Exponents: (84)3

812

300

Simplify using Properties of Exponents: (412) * (42)3

418

300

Simplify using Properties of Exponents: 


(2/3)2

4/9

300

Which law of exponents requires the multiplication of exponents?

The Exponent of an Exponent Law

400

Simplify using Properties of Exponents: 525 / 513

What is 512 ?

400

Simplify using Properties of Exponents: (68)4

632

400

Simplify using Properties of Exponents: (710)/ (75)2

1/72

400

Simplify using Properties of Exponents: 

(3/4)3

(27/64)

400

What law do you use when you rewrite base and exponent as a fraction with 1 in the numerator and a positive exponent in the denominator?

The Negative Exponent Law

500

Simplify using Properties of Exponents: 630 / 620

What is 610?

500

Simplify using Properties of Exponents: (95)10

950

500

Simplify using Properties of Exponents: 9-2/9-2

What is 1?

500

Simplify using Properties of Exponents: 


8-2  x 8-3

8-5=1/85

500

Which law of exponents fits the example shown below?

(6 x 2)4 = 64 x 24

The Exponent of a Product Law

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