Asked by alejandro guzman
Consider the Linear demand function Q = 20 - 0.5P
c- Using calculus, find the level of output, Qrmax, where total revenue reaches its maximum value. What price Prmx maximizes total revenue? What is the value of TR at this maximum point.
d- Write the equation for marginal revenue. Using MR, verify that Qrmax derived in part c maximizes total revenue.
e- Calculate the point elasticity of demand at Prmax. Does E have the expected value? Explain briefly.
c- Using calculus, find the level of output, Qrmax, where total revenue reaches its maximum value. What price Prmx maximizes total revenue? What is the value of TR at this maximum point.
d- Write the equation for marginal revenue. Using MR, verify that Qrmax derived in part c maximizes total revenue.
e- Calculate the point elasticity of demand at Prmax. Does E have the expected value? Explain briefly.
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