A monopolist is selling in a market with two types of consumers, type H and type L. There are 30 type H consumers, each with demand function qu = 10 – 0.02P, and 50 type L consumers, each with demand function qu = 7-0.04P. Marginal cost is constant and equal to 40, and fixed cost is equal to 5000. a. Suppose that the monopolist can prevent the existence of a second-hand market. In other words, there can be no resale of the product between consumers after the initial purchase from the monopolist. What would the profit be for the monopolist from charging only one price to the entire market?
A monopolist is selling in a market with two types of consumers, type H and type L. There are 30 type H consumers, each with demand function qu = 10 – 0.02P, and 50 type L consumers, each with demand function qu = 7-0.04P. Marginal cost is constant and equal to 40, and fixed cost is equal to 5000. a. Suppose that the monopolist can prevent the existence of a second-hand market. In other words, there can be no resale of the product between consumers after the initial purchase from the monopolist. What would the profit be for the monopolist from charging only one price to the entire market?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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