Using Exponent Rules
Identifying Exponent Rules
Scientific Notation Basics
Scientific Notation & Powers of 10
Scientific Notation Operations
100

a0 + (3j)0

2

100

(b2)4

Power Rule

100

Write this number in Scientific Notation:

56,909,000

5.6909 x 107

100

When moving the decimal to the _____ the exponent gets smaller. When moving the decimal to the _____ the exponent gets bigger.

(fill in the blanks)

right, left

100

(4.12 x 105) x (3.2 x 104)

1.3184 x 1010

200

6-3

1/63

200

(53)(54)

Product Rule

200

Write this number in Standard Form:

7.89 x 104

78,900

200

Which number is greater?

5.4 x 103 or 6.4 x 102

5.4 x 103

200

(3.9 x 109) / (1.43 x 10-5)

2.727 x 1014

300
5 x 52

53

300

2x0

Zero Rule

300

Write this number in Scientific Notation:

0.0987

9.87 x 10-2

300

Which number is smaller?

9.61 x 10-4 or 8.61 x 10-6

8.61 x 10-6

300

(6.3 x 101) + (8.6 x 103)

6.3086 x 103

400

a3b3 / a2b

ab2

400

p5 / p7

Quotient Rule AND Negative Rule

400

Write this number in standard form:

2.6 x 10-5

0.000026

400

How much greater is 1015 than 1012?

103 or 1,000

400

(6.5 x 107) - (7.6 x 105)

6.424 x 107

500

(2x3y)2

22x6y2

500

21n19 / 7n11

Quotient Rule

500

Is this number in scientific notation? If not, correct it.

36.42 x 10-3

No:

3.642 x 10-2

500

How much greater is 10-10 than 10-15

105 or 100,000

500

(8.2 x 10-13)-(6.2 x 10-14)

7.58 x 10-13

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