Multiplying and Dividing
Powers of a Power
Evaluate Roots
Rational Exponents
Scientific Notation
100

Simplify using Laws of Exponents: c · c5

c6

100

Simplify using Laws of Exponents: (32)5

310

100

square root of 81

+-9

100

Write in rational exponent form (square root of 25)

25(1/2)

100

Convert into scientific notation: 0.0000345

3.45 X 10-5

200

Simplify using Laws of Exponents: b12 / b8

b4

200

Simplify using Laws of Exponents: (53)5

515

200

cube root of 8

2

200

Write in rational exponent form (cube root of 8)

8(1/3)

200

Convert to scientific notation: 987 X 105

9.87 x 107

300

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

18b14

300

Simplify using Laws of Exponents: (2x4)3

8x12

300
cube root of -125

-5

300

Write in radical form 36(1/2)

square root of 36

300

Convert to standard notation: 4.6 X 10-6

0.0000046

400

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

-4r5

400

Simplify using Laws of Exponents: (68)4

632

400

square root of -25

no solution

400

Write in radical form 100(3/2)

(square root of 100)3

400

Convert to scientific notation: 0.0003005

3.005 X 10-4

500

Simplify using Laws of Exponents: (-9r0s)(-3s2)

27s3
500

Simplify using Laws of Exponents: (-10p2)2

100p4
500

square root of 49x2

7x

500

Write in radical form 100(-1/2)

1/(square root of 100)

500

8.4 x 108

__________

4.2 x 104

2 x 10= 20,000