Suppose Diane's utility function is U=VIncome . Diane earns an income of 00, but there is a 15% chance that she will get sick and have a $62,400 medical bill. alth insurance company, DenialCare, will offer her a health insurance policy to pay medical bills. What would an actuarially fair premium be and what is the im she would be willing to pay for the insurance?
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- Suppose that there are 2 types of plans available to you. Plan A has a deductible of $500, with 10 percent co-insurance rate for many health care services. Plan B has a deductible fo $1000, with 35 percent co-insurance rate. Plan A costs $200 per month in premiums while Plan B costs $80. Discuss characteristics of people who would choose Plan A versus Plan B. Assuming that both plan types exist in the market, who would likely choose Plan B over Plan A? What plan would you choose?Anita bought a new scooter for $500. She is deciding whether she should insureher scooter against theft. She has recently read in the news that one out of 10 scooters arestolen in her town. She can buy scooter theft insurance at the price of 12 cents per $1 ofinsurance. How much insurance will Anita buy if her utility function is U(C) = 2C + 100?Suppose that a study finds that the price elasticity of demand for MRI's is 0.3 (in absolute value). If the price of care were to ___ by 3%, we would expect the quantity of preventative care consumed to fall by ____%. Suppose that a study finds that the price elasticity of demand for MRI's is 0.3 (in absolute value). If the price of care were to ___ by 3%, we would expect the quantity of preventative care consumed to fall by ____%. a. fall; 0.3% b. rise; 0.9% c. rise; 0.3% d. fall; 0.9%
- The goal of health insurance is to O spread financial risk over a large group of people O equally distribute the probabifity of loss over a large number of people collect sufficient premiums to cover all possible losses O equalize the availability of medical care across population groups O redistribute income from the sick to the healthyAssume a consumer's demand for a medical service is as follows: Q = 100 - Pp where Pp is the out-of-pocket price she actually faces. She is considering four different insurance options: uninsurance, full insurance, a 50% coinsurance plan, and a copayment plan with a $25 copay. Assume this service has a list price of PL = $70. Calculate Q under each insurance plan. Please fill in the final answer without showing the middle steps (a number only, without any extra space, symbol, word, etc.) If the customer is uninsured, Q= • If the customer is fully insured, Q= • If the customer has a 50% coinsurance plan, Q= • If the customer has the copayment plan, Q=Suppose, if ill, that Fred’s demand for health services is summarized by the demand curve Q = 50 − 2P , where P is the price of services. How many services does he buy at a price of $20? Suppose that Fred’s probability of illness is 0.25. What is the actuarially fair price of health insurance for Fred with a zero coinsurance rate? If the insurance company pays Fred’s entire loss, will the insurance company offer him insurance at the actuarially fair rate? Why? Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.
- Suppose that the graph below illustrates the demand for healthcare services given a coinsurance plan of 25%, what would be the expected change if the participant changed jobs and received a plan with 100% coinsurance?A consumer’s demand for a medical service is as follows: Q = 100 – P, where P is theout-of-pocket price she actually faces. Assume this medical service has a market price of $70.This consumer is considering four different insurance options: no insurance, full insurance, a 50% coinsurance plan, and a copayment plan with a $25 co-pay Calculate the deadweight loss under each insurance scheme and show iton each graph. What do you observe?An individual has 40,000 in income per year. The person will get sick with probability 0.1. If he does get sick, the medical bills will total 30,000. The following tables shows the utility derived from certain amounts of income: Income Utility 40,000 200 37,000 195 35,000 190 30,000 170 20,000 140 10,000 100 At the actuarially fair rate, will the person choose to buy insurance or face the risk of going uninsured? Explain why.
- and you have a 10% chance of getting sick. Your income when sick is $0 and your income when healthy is $100. 1. Assume your utility over income is U=T ¥ 1. Graph your utility and income with income on the x-axis and utility on the y-axis. Show your income/utility when healthy and sick on the graph. 2. calculate your expected income. Show on graph. 3. calculate your expected utility. Show on graph. 1. Now you are offerred health insurance by Prof. Grossman's Totally Full and Fair Insurance Company. For a premium of $20, you will get a payout of $50 if you get sick. 1. Is the insurance company's name accurate (is this actuarially fair and full)? 2. What is the expected payout from this insurance? 3. What is the Income when sick and income when healthy under insurance? Show on your graph 4. What is the expected income and expected utility under this insurance? Show each on your graph 5. Propose a full and fair insurance given your 10% chance of getting sick and your healthy and sick…2. A consumer’s demand for a medical service is: Q = 100 - ?? where ?? is the out-of-pocket price she/he actually faces. She/he is considering four different insurance options: uninsurance, full insurance, a 50% coinsurance plan, and a copayment plan with a $25 copay. a. Assume this service has a list price of ??= $70. Calculate Q under each insurance plan. b. Calculate the amount of social loss under each insurance plan.Suppose you have two persons, one with more elastic demand for medical care than the other. If they both obtain identical health insurance coverage (or both have their % of costs paid by insurance increased), whose demand will be affected most? Given what you know about relative demand for MC for well vs. ill individuals, more educated vs. less educated persons, and wealthy vs. less wealthy individuals, which of each pair will have the greatest increase in demand under health insurance?