Integer Exponents
Powers of 10
Standard & Scientific Notation
Multiplying & Dividing Numbers in Scientific Notation
Adding & Subtracting Numbers in Scientific Notation
100

Simplify: m3 ᐧ m8

m11

100

Write 10,000 using powers of 10.

104

100

Convert 4 x 103 to standard notation.

4,000

100

(4 x 105) ᐧ (2 x 102)

8 x 107

100

(3 x 105) + (4 x 105)

7 x 105

200

Simplify: -3x8 ᐧ 4x2

-12x10

200

Which exponent makes this expression true?

10x = 0.001

x = -3

200

Convert 83,000 to scientific notation.

8.3 x 104

200

(9 x 106) ÷ (3 x 102)

3 x 104

200

(8.5 x 109) - (3.6 x 109)

4.9 x 109

300

Simplify: 6m8/3m8

2

300

Write 1 using powers of 10.

100

300

Convert 0.00033 to scientific notation.

3.3 x 10-4

300

(8.8 x 10-4) ÷ (4 x 10-2)

2.2 x 10-2

300

(2.5 x 107) + (6 x 108)

6.25 x 108

400

Simplify as much as possible: (2m5n7)3

8m8n10

400

Estimate the population of Japan, which is 126,476,461, using powers of 10.

1 x 108

400

Convert 6.02 x 10-7 to standard notation.

0.000000602

400

75,000,000 ÷ (2.5 x 10-5)

*Write your answer in scientific notation.

3 x 1012

400

4.9 x 108 + 3,000,000,000

3.49 x 109

500

Simplify: 10m2n5/5m8n3

2n2/m6

500

How many times larger is the population of French Polynesia (which is 280,908) than that of Saint Barthelemy (which is 1 x 104). Use powers of 10! 

Approximately 3 x101 or 30 times larger

500

The moon is approximately 4,530,000,000 years old. Convert this number to scientific notation.

4.53 x 109

500

22,000,000,000 x (8.5 x 1018)

1.87 x 1029

500

0.0000585 - 3.2 x 10-6

5.53 x 10-5

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