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Consider an economy described by the production function: Y=F(K,L)=K ^(.4) L^(.6)
a. What is the per-worker production function?
b. Assuming no population growth or technological progress, find the steady state capital stock per worker, output per worker, and consumption per worker as a function of the savings rate and depreciation rate
c. Assume that the depreciation rate is 15 percent per year. Make a table showing steady state capital per worker, output per worker, and consumption per worker for savings rates of 0, 10, 20, 30, and so on up to 100. What savings rate maximizes output per worker? What savings rate maximizes consumption per worker?
Elucidate how free market features could be introduced to help improve the problem. As your answer also include a discussion of the risks of introducing market mechanisms.
q.the table below explain how is the aggregate demand and short-run aggregate provide schedules of a country in which
Presently the theater advertises 125 times per week. Assuming this is the only theater in town, and its marginal cost, MC, is equal to zero, Determine the profit maximizing ticket price for the theater.
Describe the Harrod-Domar growth model, and explain precisely how the model illustrates dynamic instability. Why is it often called the “knife’s edge model”?
disposable personal income decreases by $50 billion and trade deficit is reduced by $15 billion. By how much has national income (Y) change.
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Zack quits his job at a consulting firm, which pays $40,000 a year, to enroll in a two-year graduate program. His annual school expenses are $30,000 for tuition, $2,000 for books, and $600 for food. What is his opportunity cost of attending the two-y..
An argument for making regulated monopolies adopt marginal cost pricing is that this would:
Find the present-value equivalent to the following geometrically increasing series of payments.
Illustrate what the effects would be if real GDP is growing also both the velocity of money also the money stock are constant. Please converse.
Why does the assumption of independence of risks matter in the examples of insurance. Illustrate what would happen to premiums if the probabilities of house.
If an investor wants a portfolio risk with .1, then what proportion of her portfolio wealth should she invest in the stock, and what proportion should she invest in the risk free asset with Rf=.07? What will be her portfolio expected return? Standard..
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