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Consider the market for health insurance. Suppose there are three people. Healthy Hal, Average Al, and Portly Pete. All three of these people will buy health insurance if it costs less than or equal to his actuarily fair insurance rate. Hal's true cost to insure is $5,000, Al's true cost to insure is $10,000, and Pete's true cost is $15,000.a) Suppose the insurance company must offer a single policy to all customers, and it tries to be fair by averaging the costs of its three customers. What premium will it charge? Who will choose to buy insurance at that price?b) Observing who has actually purchased a policy, the insurance company decides to adjust its premium to be the average cost of the observed customers in part (a). What premium will it charge?Which customers will buy insurance at this price?c) Once again, the insurance company observes who actually purchased insurance, and decides to adjust its premium to the average cost of its observed customers in part (b). What premium will charge? Which customers will buy insurance at this price? Is this market efficient? If not, suggestsome mechanism that might improve its efficiency.
For part (a), 1/3(5000+10000+15000)=10000? Al and Pete will buyFor part (b), 1/2(10000+15000)=125000; Pete will buy. The market is not efficient.For part (c), 15000; Pete will buyAm I right for the answers? And what will be the mechanisms to improve the market?
Consider now that there are two qualities s1 and s2 with s2 > s1 provided by two different firms 1 and 2. The timing is the following: first firms choose their qualities, second they compete in price.
Compute the discount factor 1/(1+r)^t for r=1, 5, or 10 perent interest rates and t=30 and 50 years. remember that 1 percent is .01. based on your computation, is teh choice of discount factor important for deciding whether to do somehtinga bout..
If the firm can only produce one product and seeks to maximize weekly profit, write a condition that indicates when the firm should choose to produce Product 2 (where this condition is a function of the number of units sold per week).
Autie Frannie wants to help pay for her twin nephews to attend a private school. She intends to send a cheque for $2,000 at the end of each of the next eight years to apply to the cost of schooling. a) If general price inflation, as well as tuiti..
Assume the following values for Figures 5.4a and 5.4b. Q1=20 bags. Q2=15 bags. Q3=27 bags. The market equilibrium price is $45 per bag. The price at a is $85 per bag. The price at c is $5 per bag. The price at f is $59 per bag. The price g is $31 ..
If the newer equipment is purchased, it will have end-of-year O&M costs of $8,000 and a salvage value of $20,000 at that time. If the old equipment is retained, it will have to be supplemented in years 3, 4, and 5 by leasing a hi-def add-on unit c..
The cross-tabulation below classifies US states by median household income and by household Gini coefficient (a measure of income inequality). Use the cross-tabulation to answer the questions that follow.
You have worked as a real estate agent for 10 years and are earning about $100,000 per year with your current agency. You prepared the following information to use in evaluating the financial feasibility of starting your own agency.
A typical 2,000 sq. ft. home using standard concrete forms costs $120 per square foot to construct and uses $300 per month average to heat and cool. Calculate the IRR on a home using your company's insulated concrete forms on a typical 2,000 sq. f..
Consider the simple linear regression model without an intercept, y = ß1x + u, with the assumption E(u|x)=0. Also assume that E(x)=0 Show that E(y)=0 and using this as well as E(x)=0 show that the covariance between x and y is given by E(xy) and that..
Use the following information to calculate total revenue, marginal revenue, and marginal cost. Indicate the profit-maximizing level of output. If the price was $3 and fixed costs were $5, what would variable cost be? At what level of output would ..
Suppose this the demand for water balloons fit the function D(P, Ps)=.2P^(-.5)Ps^(-.2) where P is the price of water balloons and Ps is the price of super soakers (an advanced squirt gun technology). Based upon this demand curve, are super soakers..
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