Consumers know that some fraction X of all new cars produced and sold in the market are defective.The defective ones cannot be identified except by those who own them.Assume for this problem that cars do not depreciate with use.
Suppose that good used cars are worth $10,000 and lemon used cars are worth $5,000 to their owners.If X = 20%,how much a risk-neutral consumer would be willing to pay for a used car?
A)$10,000
B)$9,000
C)$8,000
D)$7,000