Perfect squares and cubes
Exponent Rules
Scientific Notation
Add and Subtract in Scientific Notation
Multiply and Divide in Scientific Notation
100

Find both square roots

√81 

9 and -9

100

Simplify the expression. Leave your answer as an exponent.

(x4)(x3)

x7

100

Write in scientific Notation

12,300,000

1.23 x 107

100

Write the answer in scientific notation.

(3.2 x 108) + (4.6 x 108)

7.8 x 108

100

Write the answer in scientific notation.

(3.1 x 102)(2 x 103)

6.2 x 105

200

Find both square roots

√225 

15 and -15

200

Simplify the expression. Leave your answer as an exponent.

79 / 72

77

200

Write in scientific notation.

0.0000082

8.2 x 10-6

200

Write the answer in scientific notation.

(4.5 x 105) - (1.9 x 105)

2.6 x 105

200

Write the answer in scientific notation.

(6.3 x 107)/(3 x 104)

2.1 x 103

300

What is the difference between (-7)2 and -72?


49 and -49  (The difference would be 98.)

300

Simplify the following. Write the answer using an exponent.

15x5/ 3x7

5x-2 or 5/x2

300

Write in standard notation 

2.5 x 105

250,000

300

Write the answer in scientific notation.

(7.4 x 106) + (5.2 x 105)

7.92 x 106

300

Write the answer in scientific notation.

(5.8 x 108)(4 x 103)

23.2 x 1011 = 2.32 x 1012

400

3√64

4


400

Find the value.

2-3


1 / 8

400

Write in standard notation 

3.06 x 10-3

0.00306

400

Write the answer in scientific notation.

(5 x 108) - (4 x 106)

4.96 x 108

400

Write the answer in scientific notation.

(1.5 x 105)/(3 x 102)

.5 x 103 = 5 x 102

500

3√-125

-5

500

Simplify the expression. 

(2x5)(3x2)(5x10)

30x17

500

Write in standard notation

5.9 x 100

5.9

500

Write the answer in scientific notation.

(9.8 x 104) + (9.7 x 103)

10.77 x 10= 1.077 x 105

500

Write the answer in scientific notation.

(3.2 x 10-2)/(4 x 10-3)

0.8 x 101 = 8 x 100 = 8

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