# Math233 Unit 3 IP AIU

MATH233_Unit_3DB_2A.pdf
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MATH233 Unit 3: Exponential Functions
Discussion Board Assignment: Version 2A
Note: All work must be shown and explained to receive full credit.
Suppose that you established a startup company that develops a gaming application, and based on
preliminary studies, the demand for your product is given by the following function:
?(?) = ?? -??
1. Begin to set up the demand function of your product by choosing a value for k based on the first
letter of your last name. Make sure to choose a unique value, one that is different from what your
classmates have chosen. (Note: The value for k does not necessarily have to be a whole number.)
First letter of your last name
Possible values for k
AF
110200
GL
210300
MR
310400
SZ
410500
2. Complete the setup of your demand function by choosing a value for r based on the first letter of
your last name. Make sure to choose a unique value, one that is different from what your
classmates have chosen.
First letter of your last name
Possible values for r
AF
0.0001000.000299
GL
0.0003000.000499
MR
0.0005000.000699
SZ
0.0007000.000899
3. Set up the revenue function, R(x), of your application if R(x) = xP(x).
R(x)
100
500
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1,000
5,000
5. What is your marginal revenue function? (Show intermediate steps.)
6. How many downloads should the application have to reach its maximum revenue? (Show your
work.)
8. Sketch a graph of the revenue function to verify your answer in Step 7. Use Excel or another
graphing utility. If necessary, insert your graph into a Word document and attach the Word
9. What price for your game would yield the maximum revenue? (Show your work.)
10. What is the rate of change of the revenue when there are 1,000 downloads? (Show your work.)
calculations.
12. Why is it important to analyze the price of your gaming application and the revenue that you will
generate?
13. Which intellipath Learning Nodes helped you with this assignment?
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