Exponent Rules MADS
Exponent Rules Negatives and Zero
Standard Form and Scientific Notation
Multiplying and Dividing in Scientific Notation
Comparing Scientific Notation
100

x^4 * x^3

x^9

100

(7xy)^0

1

100

Write 24,567 into scientific notation. 

2.4567x10^4

100

(2.3 x 10^3) * (1.4 x 10^-2)

Write your answer in scientific notation.

3.22 x 10^1

100


Compare 6.23 × 1014 and 8.912 ×1012


6.23 × 1014 > 8.912 ×1012

200

m^7 ÷ m^2

m^5

200

4^-2

1/(4^2)

200

Write 9.89 x 10^7 into standard form (as a regular number).

98,900,000

200

(4.5 x 107) / (9 x 101)

Write your answer in scientific notation.

5 x 105

200


which is greater: 5.15 × 10-4 or 6.35 × 10-5


5.15 × 10-4

300

6^-3 * 6^7

6^4

300

5x^0

5

300

Write 0.000098 in scientific notation.

9.8x10^(-5)

300

(3.8 x 10^7) * (7 x 10^2)

Write your answer in scientific notation.

2.66 x 10^10

300

Which is greater? 

3.28 × 1017 and 4.25 ×1017


4.25 ×1017

400

(7^4)^3

7^21

400

(3/4)^-3

(4/3)^3

400

Write 5.534 X 10^(-6) into standard form (as a regular number).

0.00000554

400

(6.9 x 1012) / (2.3 x 108)

Write your answer in scientific notation.

3 x 104

400

Which is greater?

-7.85 X 102  or -9.85 X 102

-7.85 X 102

500

8^14 ÷ 8^-6

8^20

500

(rp^2)^0

1

500

Write 987 x 10^10 into proper scientific notation.

9.87 x 10^12

500

How many times greater is 4.9 x 10^8 than 7 x 10^5?


4.9 x 10^8 ÷ 7 x 10^5 = .7 x 10^3 = 

7 x 10^2

500

Compare using <, >, or =

7 million and 9.8 x 10^5

7 million  > 9.8 x 10^5


7 million = 7 x 10^6