Question
A competitive firm has a cost function C ( q ) = q 2 +16 Assume the inverse demand function is P ( q )
A competitive firm has a cost function
C(q) = q2 +16 Assume the inverse demand function is
P(q) = 12?q
- (a)Set up the firm's profit maximization problem. (Points: 4)
- (b)What are the optimal quantity supplied, the market price, and the firm's profit? (Points: 8)
Suppose that a market regulation is imposed such that the output price is fixed at p = $10. (c) Solve again the problem of a firm acting competitively in this market and provide the
equilibrium quantity and price. (Points: 6)
(d) In the following graph draw the firm's marginal cost curve and mark the optimal pair (q?,mgC(q?), given the price of $10. Given this point, draw the region that represents the firm's profit/loss. (Points: 12)
Hint: The average total cost curve is already drawn. What represents the difference p-ATC(q)?
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