A house owner plans to buy a fire insurance for his house worth $100000, suppose there is 10% chance of house catching fire which will cause him damages worth $40000. Find the amount which the person is willing to pay over and above acturially fair price of the fire insurance if his utility function is U= W0.5 (where W = wealth )? 4460 500 O 4000 460
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- Kindly assist on questions below. (1) A person has wealth of $ 40000. If they have an accident they mush spend $ 30000 on car repairs. Their utility function is given by U = w1/2 where w is equal to their wealth . They do not get into an accident with 90% chance and they get into an accident with 10 % chance. What is the total fair premium for full insurance for this person. (2) Risk pooling can decrease risk if: a) Risks are independent b) risks are dependent c) enough people pool their risk d) if the amount if risk is small enough e) if people have different risk preferencesYou plan to buy a home for $100,000 in the future and you want to guarantee that you could afford it in the future. What would you buy/sell today to accomplish this in the future, and what would it cost in today’s dollars?An insurance company is considering providing fire insurance for $120,000, $100,000, or $80,000 to the owner of a house with a market value of $100,000. a) How much insurance is the company likely to sell for the house? Why? b) If the probability of a fire is 1 in 1000, what would be the premium charged by the company?
- In 2020, Clifford purchase a condominium unit from his friend, Ronald (condo unit owner).for P3,000,000 and a parking lot from the subdivision developer for P800,000. The correct amount of vatis:a. P456,000 c. P96,000b. P360,000 d. P05. Mr. Johnson wants to buy insurance against his house burning down. The insurance will pay Mr. Johnson $500,000 if his house burns down. The probability that Mr. Johnson's house will burn down in a given year is 0.005, so the probability that it will not burn down is 0.995. The insurance premium for the policy is $2,000 per year. (a) Determine the expected return for the insurance company. (b) Because the insurance company is losing money on house insurance, a company officer asks the premium manager to determine the annual premium required for the insurance company to make $1,000 on each $500,000 policy. Determine the annual premium.11. Future Value of an Amount Saved. You estimate that you can save $3,800 by selling your home yourself rather than using a real estate agent. What would be the future value of that amount if invested for five years at 6 percent? P Type here to search ra to 101 %23 24 7. 4. 8. Y] 立 LL
- Mr. chan wants to purchase a house after a couple of years. his target house value is P4,975,193. He decides to invest in a product where he can deposit yearly P592796 starting at the beginning of each year until year 13. he wants to know what is the present value of the annuity investment that he is doing. this would enable him to know what the true cost of the property in today's term is. you are required to do the calculation of the present value of the annuity due that mr. chan is planning to make. assume that the rate earned on investment will be 9.87%. Write your answer in two decimal placesAn engineer is considering buying a life insurance policy for his family. He currently owes $65,000 and he would like his family to have an annual available income of $50,000 indefinitely. If the engineer assumes that any money from the insurance policy can be invested in an account paying a guaranteed 5% annual interest, how much life insurance should he buy? $1,000,000 $1,065,000 ● $2,000,000 $2,130,000Suppose that your wealth is $250,000. You buy a $200,000 house and invest the remainder in a risk-free asset paying an annual interest rate of 6%. There is a probability of .001 that your house will burn to the ground and its value will be reduced to zero. With a log utility of end-of-year wealth, how much would you be willing to pay for insurance (at the beginning of the year)? (Assume that if the house does not burn down, its end-of-year value still will be $200,000.)
- 3. Now suppose Ben owns a $600,000 house and has an 8% chance of experiencing a fire in any given year. Assume as before that the fire will result in a total loss. Suppose the Lemonade Insurance Company offers Rainie and Ben the same insurance contract and charges them the same premium. In other words, they put Rainie and Ben into the same risk pool. a. What is the probability distribution of total losses for Lemonade Insurance Company if they sell contracts to Rainie and Ben? b. What premium must Lemonade Insurance Company charge each of Rainie and Ben if they want to 'break even'? C. Will Rainie purchase this contract if she is charged the 'break-even' premium? Will Ben purchase this contact if he is charged the 'break-even' premium? Briefly explain your reason. d. What is the amount of risk Lemonade Insurance Company faces if they sell contracts to both Rainie and Ben?Reconstruction cost on your new home is $500,000. You decide to insure it for only what you paid for it - $375,000. 2 years later you have a $150,000 loss. How much will your insurance company pay? $125,600 O $140,625 $150,000 O $75,0005) Suppose John owns the rights to an asset in which he gains $1000 with probability =0.5 and $0 with probability .5. John's value of this uncertain outcome is $300, what is the risk premium on this asset for John?