Exponent Properties
Fractional Exponents
Scientific Notation
Exponential Functions
100

Simplify the expression, write your answer using exponents:

(-3)7(-3)

(-3)8

100

Evaluate the expression:

163/2

64

100

Write the following number in proper scientific notation:

18764.23 x 10-2

1.876423 x 102

100

Graph the function:

y = 6x

Identify its domain and range.

Domain: all real numbers

Range: all positive real numbers

200

Simplify the expression, write your answer using exponents:

(y4)5

y20

200

Evaluate the expression:

9-3/2

1/27

200

Evaluate the expression, write your answer in scientific notation:

(3.89 x 105) - (1.92 x 105)

1.97 x 105

200

Compare the graph of:

y = -5 * 2x

with the graph of:

y = 2x

Vertical Stretch

Reflection in the x-axis

300

Simplify the expression, write your answer using exponents:

(52 * 54) / 53

53

300

(125)2/3

25

300

Evaluate the expression, write your answer in scientific notation:

(6.5 x 109) / (1.6 x 10-4)

4.0625 x 1013

300

Write a rule for the exponential function with ordered pairs:

(0, 1) and (1, 4)

y = 4x

400

Simplify the expression:

(7x5/y2)2

49x10/y4

400

27 * 273/2 * 27-5/2

1

400

Evaluate the expression, write your answer in scientific notation:

(6.3 x 103) * (1.9 x 10-5)

1.197 x 10-1

400

Write a rule for the exponential function with ordered pairs:

(0, 3) and (1, 1)

Does this function represent exponential growth or exponential decay?

y = 3 * (1/3)x

Exponential decay.

500

Simplify the expression:

(6/7r10) * (r5/s)5

6r15/7s5

500

(-64)-5/3 * (-64)4/3

-1/4

500

Evaluate the expression, write your answer in scientific notation:

(8.79 x 106) + (5.64 x 108)

5.7279 x 108

500

In the function:

y = a * bx

What can a not be equal to?

What can b not be equal to?

b has to be greater than ___.

a cannot be equal to 0

b cannot be equal to 1

b has to be greater than 0

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