Given a firms revenue and cost functions

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Given a firm’s revenue and cost functions:

R(Q) = -0.0016Q2 + 44Q and C(Q) = 0.0004Q2 + 8Q + 64,000

Construct a profit function, determine the level of Q that maximizes profits, and prove that it is a maximum by invoking the second-derivative test

Reference no: EM131001123

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