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Question.?..Bob has a small company selling a new gaming console. The demand equation for the consoles is p=20,000/q^.75 where (q) is the total number of
Question.?..Bob has a small company selling a new gaming console. The demand equation for the consoles is p=20,000/q^.75 where (q) is the total number of consoles sold each week at a price of $(p) dollars. The total cost to manufacture each console is $90. How many consoles should Bob manufacture and sell each week to maximize profit? Round your answer to the nearest whole number. What is the maximum profit possible? Round your answer to the nearest cent. Include units and context in your answers.
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