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Use a demand and supply curve to graphically show the impact of an individual's insurance plan that features a deductible and large co-insurance rate on his/her purchase od medical services. Consider three examples: 1) a healthy person, 2) a person with a mild illness and 3) a person with a major illness. Discuss the difference between how much medical care the individual purchases with insurance and how much he/she purchases if he/she does not have insurance. What happens if the insurance plan reduces the deductible to zero? What happens if the coinsurance rate is increased?
Illustrate what was the value of the government expenditure multiplier. What was the value of the tax multiplier.
Two firms are located on the line and sell identical products. Consumers obtain K utility from consuming a product; assume that K is large enough that all consumers purchase from at least one of the firms despite the costs of transportation.
The airline is considering building a new training center on this land.
How do the instruments of contraction monetary policy work in principle.
Assume the frequent flyer program has raised the cost of high-yield spill two fold since trade clients who are denied boarding now take their trade
Illustrate what would the peso-dollar exchange rate be if purchasing-power parity holds. Explain how can the organization use technology to change this balance for an advantage.
Illustrate what is the real GDP in each year, given that the price index has risen from 100 in the base year to 104.5 in Year 1 and up to 108.3 in Year 2.
Discover the payout ratio rounded to the nearest whole percent, and explicate what a payout ratio means.
Now suppose your utility functioin is U= (square root)Wealth. What is the maximum you will pay for the bike check-in now.
Illustrate what are the advantages and disadvantages of acquiring inputs through this means. Give example not used in the textbook that uses this method of processing.
During the working life, how do you graph that without knowing more information.
Using the calculations from part a, and the methods described in class, calculate a 99% confidence interval for the population mean forecast, where the population 3 would consist of all economists.
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