a. What is the consumer's expected wealth one year from now? b. An insurance company offers our consumer full insurance against the possible loss. What premium must the consumer be charged for the insurance company to expect to break even? Explain. C. Suppose our risk-averse consumer is indifferent between getting $85,000 wealth ith certainty and facing the above described uncertain situation. What is the maximum premium that the insurance company will be able to charge this consumer for its full insurano Explain

a. What is the consumer's expected wealth one year from now? b. An insurance company offers our consumer full insurance against the possible loss. What premium must the consumer be charged for the insurance company to expect to break even? Explain. C. Suppose our risk-averse consumer is indifferent between getting $85,000 wealth ith certainty and facing the above described uncertain situation. What is the maximum premium that the insurance company will be able to charge this consumer for its full insurano Explain

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Similar questions

1. If investors were not risk adverse on average, but rather risk averse or risk averse (neutral). Would the risk-return principles be true if you disliked or even enjoyed risk? 2. Is the security market trend stable over time? If so, why or why not? 3. What will happen if investors discover that a security is undervalued in terms of the capital-asset pricing model?
Explain only correct one...
**Practice** I have been trying to practcie this question but I always seem to get it wrong What is the expected final wealth of each agent? Pay attention to the names in each option!A. Anna’s expected final wealth is 1440 and Bob’s expected final wealth is 980B. Anna’s expected final wealth is 1020 and Bob’s expected final wealth is 1380C. Anna’s expected final wealth is 1460 and Bob’s expected final wealth is 1105D. Anna’s expected final wealth is 1140 and Bob’s expected final wealth is 1200E. None of the options above
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2. Ronald has $18,000. But he is forced to bet it on the flip of a fair coin. If he wins he has $36,000. If he loses he has nothing. Ronald's expected utility function is 0.5x0.5 + 0.5y0.5, where x is his wealth if heads comes up and y is his wealth if tails comes up. What safe income would make him exactly as well off as this bet?
3. Sarah's current disposable income is £90,000. Suppose there's a 1% chance that Sarah's house may be flooded, and if it is, the cost of repairing it will be £80,000, reducing her disposable income to £10,000. Suppose also that her utility function of income M is: U = VM (a)Calculate Sarah's expected income and expected utility given the risk of flooding. (b)For her to take an insurance that fully insures her in the event of house flooding, Sarah would have to pay a price for such an insurance, which would reduce her disposable income. What would be the minimum certain disposable income required for Sarah to take an insurance that fully insures her in the event of house flooding? Explain your answer.
3. You are in the market for a used car and decide to visit a used car dealership. Youknow that the Blue Book value of the car you are looking at is between $14,000 and$18,000.a. If you believe the dealer knows as much about the car as you do, how much areyou willing to pay? Why? Assume that you care only about the expected value ofthe car you will buy and that the car values are symmetrically distributed.b. Now you believe the dealer knows more about the car than you do. How much areyou willing to pay? Why? How can this asymmetric information problem beresolved in a competitive market?
6- Suppose Firm B is selling 1 -year insurance contracts for houses. Suppose Firm B's customers are divided into three categories with different probabilities of needing a payment. First category will ask for a payment of 500000 with probability 0.10, the second category will ask for a payment of 250000 with probability 0.15 and the third category will ask for a payment of 100000 with probability 0.2 a. Calculate Firm B's expected payment for the year. Suppose Firm B has 120 customers in the first category, 230 in the second category and 405 in the third category. b. Calculate individual premium if Firm B charges the same amount to all its customers. 1 c. Calculate individual premium if Firm B utilizes the risk groups and charges the same amount of premium within groups d. Which group/groups are more likely to buy the insurance with group pricing compared to the case with uniform pricing?
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5. You have been hired as a portfolio manager for a fancy hedge fund. Your first job is to invest $100,000 in a portfolio of two assets. The first asset is a safe asset with a certain return of 5%. The second asset is shares of a dying video-game store that has become popular with retail investors, it has a 20% expected rate of return, but the standard deviation of this return is 10%. Your manager wants a portfolio with as high a rate of return as possible while keeping the standard deviation at or below 4%. How much of the fund's money do you invest in the safe asset?
How can risks be measured for a company like Publix supermarket, and what rules can help managers make decisions under uncertainty?
Please solve all the subparts with the step and no reject thank u max 60 minutes thank u