In Hayward, there are 100 people who want to sell their used cars. Everybody knows that 50 of these cars are "lemons" and 50 of these cars are "peaches." The problem is that nobody except the original owners know which are which. Owners of lemons will be happy to get rid of their cars for any price greater than $200. Owners of peaches will be willing to sell them for any price greater than $1,500 but will keep them if they can't get $1,500. There are a large number of buyers who would be willing to pay $2,500 for a peach but would pay only $300 for a lemon. When these buyers are not sure of the quality of the car they buy, they are willing to pay the expected value of the car, given the knowledge they have.If all 100 used cars in Hayward were for sale, how much would buyers be willing to pay for a used car? Type the number without the thousands separator or $ sign.

The objective of the question is to find out the price that buyers would be willing to pay for a…

Answered: In Hayward, there are 100 people who…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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The winning bid for a house at a bank auction was $10. But the house was not in good condition. The couple had to pay $65,000 in explicit expenses and spend many months doing the repairs. The time cost or lost wages are $10,000. What is the market value of the house after repairs are done? Explicit expenses = $65,000 Bid = $10 Time Cost (Lost Wages) = $ ? Market Value of House = Y (after expenses & repairs) Y = ?
One method of solving this problem is through signaling. Signaling is a strategy one uses when they have information. The goal is to use a signal to convince the buyer that the good or service that is being sold is quality and will meet the buyer's wants. Offer an example of a company that uses a signal to help sell its product. What is the signal? What information is the signal trying to convey? Do you think the signal is effective? Why or why not? Does this signal improve market efficiency? Why or why not?
In Hayward, there are 100 people who want to sell their used cars. Everybody knows that 50 of these cars are "lemons" and 50 of these cars are "peaches." The problem is that nobody except the original owners know which are which. Owners of lemons will be happy to get rid of their cars for any price greater than $200. Owners of peaches will be willing to sell them for any price greater than $1,500 but will keep them if they can't get $1,500. There are a large number of buyers who would be willing to pay $2,500 for a peach but would pay only $300 for a lemon. When these buyers are not sure of the quality of the car they buy, they are willing to pay the expected value of the car, given the knowledge they have. If all 100 used cars in Hayward were for sale, how much would buyers be willing to pay for a used car? Type the number without the thousands separator or $ sign.
John wants to buy a used car. He knows that there are two types of car in the market, plums and lemons. Lemons are worse quality cars and are more likely to break down than plums. John is willing to pay £10, 000 for a plum and £2, 000 for a lemon. Unfortunately, however, he cannot distinguish between the two types. Sellers can offer a warranty that would cover the full cost of any repair needed by the car for y ∗ years. Considering the type and likelihood of problems their cars can have, owners of plums estimate that y years of guarantee would cost them 1000y, owners of lemons estimate that the cost would be 2000y. John knows these estimates and decides to offer £10, 000 if a car comes with y ∗ years of warranty, £2, 000 if a car comes without warranty. For which values of y ∗ is there a separating equilibrium where only owners of plums are willing to offer the y ∗ -years warranty? Clearly explain your reasoning.
Alana wishes to obtain auto insurance. She wants 100/300/100 liability coverage, $250 deductible collision and full coverage comprehensive. She lives in territory 2 and has been assigned to driver class 2 with a rating factor of 1.25. Based on Table 19-6 and Table 19-7, what would be her total premium, if her three-year-old car were in model class L? (Round your answer to the nearest cent.) a. $355.00 b. $365.00 c. $456.25 d. $465.38
How does the presence of asymmetric information in the used car market impact the behavior of buyers, sellers, and market outcomes?
10
You want to travel to Las Vegas to celebrate spring break and your "A" in your microeconomics class! You are trying to figure out if you should drive or fly. A round trip airline ticket from Riverside to Las Vegas costs $350 and flying there and back takes about 5 hours. Driving roundtrip to Las Vegas costs about $50 in gas and takes about 10 hours. Other things constant, what is the minimum amount of money that you would have to expect to make by gambling in Las Vegas to induce you as a rational individual to fly rather than drive? O $10 an hour $60 an hour O $70 an hour O $300 an hour
Please find the attached question.
Please answer precisely and clearly. thank you.
Many people in the property and liability insurance industry complain about the “automobile problem.” The “automobile problem” consists of a series of interrelated problems. What factors have combined to produce a problem in the automobile insurance area?
Half of the used cars for sale in a market are good and the other half are lemons. Owners of good cars are willing to sell them for $1,200, while owners of lemons are willing to sell them for $50. There are many potential buyers who are willing to pay $1,500 for a good car and $300 for a lemon. Buyers cannot tell good cars from lemons, but the original owners know whether a car is a lemon or not. There will be an equilibrium in which all used cars sell for $1,150. There will be an equilibrium in which lemons sell for $50 and good used cars sell for $1,200. There will be an equilibrium in which all used cars sell for $800. The only equilibrium is one in which only lemons are sold. There will be an equilibrium in which lemons sell for $300 and good used cars sell for $1,500.

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