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You are a profit-maximizing monopolist producing Q units of output with a demand curve P = 24 - Q. Your total cost when producing Q units of output is TC = 10 + Q^2. The fixed cost is sunk, and the marginal cost curve is MC = 2Q.
a) If price discrimination is impossible, how large will the profit be? How large will the producer surplus be?
b) Suppose the firm can engage in perfect first-degree price discrimination. How large will the profit be? How large is the producer surplus? Calculate and show on a graph
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