Law of Exponents
Scientific Notation
Multiplying and Dividing with Scientific Notation
Order of Operations
100
x^2∙x^3∙x^4
What is x^9?
100
Convert to standard notation: 4.7 X 10^4
47,000
100
(4.2 X 10^2) X (2 X 10^2)
8.4 X 10^4
100

[5 + (9 - 4) ^3] + - 2

What is 128?

200
8^2/8^6
What is 8^-4? OR what is 1/(8^4)
200
Convert into scientific notation: 0.0000345
3.45 X 10^-5
200
(1.3 X 10^5) X (3 X 10^-2)
3.9 X 10^3
200

–6 + (2 – 5)^3 ÷ 3

What is -15?

300
(a^5∙x^3)/(a^6∙x^2)
What is a^-1∙x^1 OR x/a?
300
Convert to scientific notation: 234000
2.34 X 10^5
300
(4 X 10^4) / (2 X 10^2)
2 X 10^2
300

(-5 + 4)^2/(-3 + 2)^2

What is 1?

400
[(-3x)^2/(6x)]^2
What is 4x^2/9
400
Which number is smallest? 1.36 x 10^4 or 1.36 x 10^7
What is 1.36 x 10^4?
400
(9 X 10^9) / (3 X 10^3)
3 x 10^6
400

Evaluate [2∙4-(-1)^3]/(14-7+2)

What is 1?

500
Simplify [ (-a^-2∙b^5)/(a^3∙b^2)]^-3
What is -a^15∙b^-9 OR -a^15/b^9?
500
Compare. ORder from least to greatest 8.22 x 10^-3, 1.93 x 10^-2, 7.01 x 10^-3
7.01 x 10^-3, 8.22 x 10^-3, 1.93 x 10^-2
500
(9 X 10^11) / (9 X 10^-12)
1 X 10^23
500

Simplify (19 - 5)^2 - 10^2

96

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