Zero and Negative Exponents
Scientific Notation
Multiplication Properties of Exponents
Division Properties of Exponents
Exponential Functions
100
Simplify. -(2.57)^0
-1
100
Write this number in scientific notation. 9,040,000,000
9.04 x 10^9
100
2^6 x 2^4
2^10
100
Complete the equation. 5^9 / 5^2 = 5^?
7
100
f(x)=6^x for x=3
216
200
Simplify. 3ab^0
3a
200
Write in standard notation. 139564.20084
1.3956420084 x 10^5
200
10^-6 x 10^-5 x 10^1
1
200
Simplify. 2^5/2^7
1/4
200
y=20 x (0.5)^x for x=3
2.5
300
Simplify. (-5)^-2
1/25
300
Write the answer in scientific notation. 8(3 x 10^14)
2.4 x 10^15
300
Simplify and write in scientific notation. (1 x 10^3) (3.4 x 10^-8)
3.4 x 10^-5
300
4.2 x 10^8/ 7 x 10^5
6 x 10^2
300
Which function is greater at the given value? f(t)=10x2^t or f(t)=200 x t^2 at t=7
f(t)=200 x t^2
400
Simplify. 1/x^7
x^7
400
6(5.3 x 10^-4)
3.18 x 10^-3
400
2^? x 2^4=2^1
-3
400
(2x/y)^5
32x^5/y^5
400
f(x)=2^x or f(x)=100x^2 at x=10
f(x)=100x^2
500
Write this number as a power of ten using negative exponents. 1/1000
10^-3
500
Order 0.052 x 10^7, 5.12 x 10^5, 53.2 x 10, and 534 from least to greatest.
53.2 x 10, 534, 5.12 x 10^5, 0.052 x 10^7
500
5/c x c^-4
5c^3
500
(2q^7) (3q^2)/6q^3
q^6
500
Evaluate the function for the domain [-2, -1, 0, 1, 2, 3] h(x)=0.1^x
100, 10, 1, 0.1, 0.01, 0.001
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