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- Question:- Suppose you own a house worth $500. However, there is a risk the house could burn down. If the house burns down, it will only be worth $25. There is a 5% chance the house burns down. However, you can buy insurance that will pay you if in the event the house burns down. Call the amount of insurance purchased K. The premium you have to pay for K dollars of insurance is 0.05×K. So, if hypothetically you wanted $100 of insurance, the premium would be $5. Assume you have log-utility u(x) = ln(x). What is the optimal amount of insurance, K ∗ ? (Note: the premium must be paid whether the house burns down or not.)A plaintiff believes that there is a 30% chance that he will winIf he wins, he will gain $50,000. It costs him $5000 in non‐recoverable litigation costs to take the case to court. If the plaintiff is risk‐neutral, which of the following is true? A) The plaintiff will take the case to court with an expected net‐gain of $10,000 B) The plaintiff will take the case to court with an expected net‐gain of $15,000 C) The plaintiff will not take the case to court because he is afraid of losing. D) None of the aboveHow can moral hazard lead to more costly insurance premiums than one was expected?
- 3. (True, False, or Uncertain) The satisficing procedure is unlikely to perform well in an environment where the decision maker is learning about the options as she samples them.24Q) In the table which of following is true. ? Explain it early and correctly.A lottery system has balls numbered 1 to 65 and randomly selects 6 of the lottery balls. There is only one prize of $ 10,000,000.00 which is awarded only it a lottery player selects the correct set of 6 lottery balls. a) If a lottery ticket costs $ 5.00, what is a lottery player's expected value? b) How much would the lottery prize have to be worth if it was to be a fair game? (Note: Include dollar signs in your answer)
- Ever since the Covid-19 pandemic hit the economy the price of gold has been sky high .Today price per gram of Gold is 5291tk. Imagine yourself as a risk averse investor, explain why you would be more or less willing to buy gold under the following circumstances: a) Prices in the gold market become more volatile. b) An additional tax is imposed on all Government bonds. c)Due to Covid-19 epidemic, the economy experiences a recession. d) You just inherited 1000000tk.Discuss the following concepts in detail:a. Economics Risk and Uncertaintyb. Incremental and Sunk Costs6.Using Excel Spreadsheet and formulas for this problem (make sure cell references are unique to your table). Provide all techniques practiced previously: five (5) techniques for Decisions Making under Uncertainty, EMV, EOL, and EVPI. Use α = 0.7 for the Hurwicz. Use the .50 for the probability of a Good Economy and .50 for the probability of a Poor Economy. STATE OF NATURE DECISION ALTERNATIVE GOOD ECONOMY POOR ECONOMY Sotck market 80,000 -20,000 Bonds 30,000 20,000 CDs 23,000 23,000
- solve question 6 (true or false) with explanation asapQuestion 1: Using Figure 11.1, illustrate the probability that someone will obtain insurance for treatment for: (a) a hangnail; (b) a broken arm; (c) a bad hair day; (d) viral meningitisUncertainty and willingness to pay for insurance. Utility = (Wealth)1/3 Prob(flood) = .04 Prob(no flood) = .96 Total wealth if flood = $100,000. Total Wealth if no flood = $800,000. Find: (i) expected value, (ii) expected utility, (iii) certainty equivalent, and (iv) maximum willingness to pay for a policy that provides 100% flood insurance coverage. Draw the utility function and include all solved values on the diagram. What is the average gross profit per insurance customer, if each customer is charged his own maximum willingness to pay?