Consider the model of the market for lemons from Chapter 22. Suppose that there are two types of used cars — good ones and lemons — and that sellers know which type of car they have. Buyers do not know which type of car a seller has. The fraction of used cars of each type is 21 and buyers know this. Let’s suppose that a seller who has a good car values it at $10,000 and a seller with a lemon values the lemon at $5,000. A seller is willing to sell his car for any price greater than or equal to his value for the car; the seller is not willing to sell the car at a price below the value of the car. Buyers’ values for good cars and lemons are $14,000 and $8,000, respectively. As in Chapter 22 we will assume that buyers are risk-neutral; that is, they are willing to pay their expected value of a car. (a) Is there an equilibrium in the used-car market in which all types of cars are sold? Briefly explain. (b) Is there an equilibrium in the used-car market in which only lemons are sold? Briefly explai
Consider the model of the market for lemons from Chapter 22. Suppose that there are two types of used cars — good ones and lemons — and that sellers know which type of car they have. Buyers do not know which type of car a seller has. The fraction of used cars of each type is 21 and buyers know this. Let’s suppose that a seller who has a good car values it at $10,000 and a seller with a lemon values the lemon at $5,000. A seller is willing to sell his car for any price greater than or equal to his value for the car; the seller is not willing to sell the car at a price below the value of the car. Buyers’ values for good cars and lemons are $14,000 and $8,000, respectively. As in Chapter 22 we will assume that buyers are risk-neutral; that is, they are willing to pay their expected value of a car.
(a) Is there an equilibrium in the used-car market in which all types of cars are sold? Briefly explain.
(b) Is there an equilibrium in the used-car market in which only lemons are sold? Briefly explain.
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