A monopolist is operating in two market segments where the inverse demands are P1 = 36 – 1.5Q, and P2 = 30 – Q2. The monopolist's total cost is TC = 50 + 6(Q1 + Q2). a) If the monopolist can price discriminate what are the profit-maximizing prices and quantities for each of the two markets? How much profit does the monopolist make? b) How much profit would fall if price discrimination is not feasible? c) If the monopolist were able exercise first degree price discrimination in the combined market what would be its profit?
A monopolist is operating in two market segments where the inverse demands are P1 = 36 – 1.5Q, and P2 = 30 – Q2. The monopolist's total cost is TC = 50 + 6(Q1 + Q2). a) If the monopolist can price discriminate what are the profit-maximizing prices and quantities for each of the two markets? How much profit does the monopolist make? b) How much profit would fall if price discrimination is not feasible? c) If the monopolist were able exercise first degree price discrimination in the combined market what would be its profit?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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