Determine algebraically the maximum revenue to the nearest


Break-even analysis. The research department in a company that manufactures AM/FM clock radios established the following price demand, cost, and revenue functions:

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where x is in thousands of units, and C(x) and R(x) are in thousands of dollars. All three functions have domain

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(A) Graph the cost function and the revenue function simutaneously in the same coordinate system

(B) Determine algebraically when R = C. Then, with the aid of part (A), determine when R < C and R > C to the nearest unit.

(C) Determine algebraically the maximum revenue (to the nearest thousand dollars) and the output (to the nearest unit) that produces the maximum revenue. What is the wholesale p

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Mechanical Engineering: Determine algebraically the maximum revenue to the nearest
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