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Consider and economy with the following production technology: Y = 9K^1/3 L^2/3 , where the aggregate capital stock is K=100, and aggregate labor is L=100. The price of output is 1.
a) Compute the equilibrium wage and capital return.
b) Compute total payments to labor and capital.
c) Show Euler's Theorem holds, i.e. show that total payments to capital and labor equal the value of output.
d) What share of output goes to labor and capital?
e) Suppose there is an increase in L, what would be impact on wages and capital returns?
What is the -maximing combination of labor and capital the firm should use? What is the resulting level of output? What is the economic profit? Is this the least costly way of of producing the profit-maximizing output?
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Illustrate what should the prod level if fixed costs rose to $50000 per month Explicate.
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A certain waste water treatment unit process costs $50000 to purchase and install and will cost $500 per year to operate. Given an interest rate of 4.00 percent, what is the net present value of this scenario? Assume a 10 year design life. Limit answ..
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