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Find the present-value equivalent to the following geometrically increasing series of payments.
(PLEASE show work starting with formula used.)
a. A first-year base of $4,000 increasing at 4% per year to year 15 at an interest rate of 17% compounded continuously. Answer: $23,659
b. A first-year base of $100 increasing at 10% per year to year 12 at an interest rate of 6% compounded continuously.
c. A first-year base of $7,000 increasing at 7% per year to year 20 at an interest rate of 19% compounded continuously.
Suppose you are studying the market for shoes. Two events take place simultaneously. First, price of leather decreases, and second, consumers' income increases. What will happen to the equilibrium price and equilibrium quantity of shoes?
A monopoly sells its good in the United States, where the elasticity of demand is -2, and in Japan, where the elasticity of demand is -5. Its marginal cost is $10. At what price does the monopoly sell its good in each country if resale is impossible?
Where Q is the production and V is the number of employees working 8 hours a day
Illustrate what principles should guide policy makers. Should they cut spending and raise taxes to reduce the national debt over time. Or does the level of the national debt really matter.
Elucidate the dynamics through which an increase in the stock of money affects real output and the price level in the short run.
A country with a comparative advantage in the production of a good will------------ production of the good and-------------
Compute the elasticity of trades with respect to every inconsistent in the demand function.
Is it advantageous for all countries to utilize cheaper labor or does importing your goods.
Where A,a, and b are positive constants. solve for the marginal products of capital and labor. for what values of a and b will production function exhibit diminishing marginal returns to capital and labor?
Suppose the value of the cpi is 1.100 in year one 1.122 in year two, and 1.133 in year three. Assume also that the price of computers increases by 3% between year one and year two, and by another 3% between year two and year three. the price level is..
Calculate a marginal cost as well as an average cost schedule for the firm.
What happens to the population size in the long run? Does the Iron Law of Wages (where Malthus asserted that technological change would not improve human living standards) hold in this case? Why or why not?
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