Cindy's demand function for her legal services is given by the equation Q = 5000 20P, where Q represents the number of 1-hour sessions per year and P represents the price of each session. Her marginal revenue function is MR = 250 - 0.01Q. Cindys operation has no fixed costs, but she incurs a cost of $500 per session ( going to the clients house). What is Cindys yearly profit?
Cindy's demand function for her legal services is given by the equation Q = 5000 20P, where Q represents the number of 1-hour sessions per year and P represents the price of each session. Her marginal revenue function is MR = 250 - 0.01Q. Cindys operation has no fixed costs, but she incurs a cost of $500 per session ( going to the clients house). What is Cindys yearly profit?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Cindy's demand function for her legal services is
given by the equation Q = 5000 - 20P, where Q
represents the number of 1-hour sessions per
year and P represents the price of each
session. Her marginal revenue function is MR
= 250 - 0.01Q. Cindys operation has no fixed
costs, but she incurs a cost of $500 per session (
going to the clients house). What is Cindys
yearly profit?
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