- 0.00031q² – 0.0738q + 539 and Suppose D(q) P(q) = – 0.00031q° – 0.0738q² + 416.4q – 14300. What is the price you should set this item in order to get the maximum profits possible? Use an appropriate whole number value of q to get your answer. Answer: Best price = $ (Round to the nearest penny.) Hint: You will use the demand function to find the price.
- 0.00031q² – 0.0738q + 539 and Suppose D(q) P(q) = – 0.00031q° – 0.0738q² + 416.4q – 14300. What is the price you should set this item in order to get the maximum profits possible? Use an appropriate whole number value of q to get your answer. Answer: Best price = $ (Round to the nearest penny.) Hint: You will use the demand function to find the price.
Chapter2: Solving Linear Equations
Section2.7: Solve Absolute Value Inequalities
Problem 492E: In the following exercises, solve. 492. In order to insure compliance with the law, Miguel routinely...
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Transcribed Image Text:– 0.00031q? – 0.0738q + 539 and
Suppose D(q)
P(q) =
order to get the maximum profits possible? Use an appropriate whole number value of q to get your
- 0.00031q – 0.0738q² + 416.4q – 14300. What is the price you should set this item in
answer.
Answer: Best price = $
(Round to the nearest penny.)
Hint: You will use the demand function to find the price.
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