Question: Marginal Revenue Function . If the price function and revenue functions are given below p(x) = 176e -0.065x and R(x) = xp(x) = 176xe -0.065x

Marginal Revenue Function. If the price function and revenue functions are given below

p(x) = 176e^-0.065xand

R(x) = xp(x) = 176xe^-0.065x

Where x is in millions and R and p are in hundreds of dollars.Find the marginal revenue function. How many items must they sell to maximize their revenue?What is the maximum revenue?You must answer with a sentence and use correct units. Graph the relevant portion of the revenue function.

Make sure you use calculus to answer the question.You must show a sufficient amount of work. Your graph must be done electronically.

Please Graph using DESMOS

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