Calculating marginal revenue

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Reference no: EM1371956

Consider a manufacturer with 2-factories. They can make at either factory or both. However, we need to consider the quantities that will be produced at every factory. The firm can sell its products in Milwaukee and Madison.

The firms production cost is C= .5q2 +500 where q is the number of items produced.
If the firm sells its products in Milwaukee, the transportation cost is zero. However, if it sells its products in Madison, the transportation cost is $6 per item.

The inverse demand function in Milwaukee is p(q) = 60 - qMilwaukee
Madison is a competitive market where p=$30

a. How many items (q) will the firm sell in Milwaukee?
b. What is the Marginal Revenue in Milwaukee?
c. What is the Price in Milwaukee?
d. What is the firmâ??s total profit?
e. Is this a case of First, Second, or Third Degree Price Discrimination?

Reference no: EM1371956

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