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A competitive firm has the production function q = f(L,K) = sqrtL + 2sqrtK , for which MPL= 1/2sqrtL and MPK = 1/sqrtK .
a. Find the firm's conditional factor demands for L and K at the factor prices w = 4 and r = 2.
b. What is the firm's (total) cost curve at these factor prices?
Illustrate what is the difference among the short-run also the long-run for a perfectly competitive firm in terms of costs also profits.
Each bundle that the consumer chooses, draw the indifference curve that goes through that bundle.
Does the company behave like a monopoly or more like a competitive firm? Has the monopoly been cited for monopoly behavior?
q1. discuss the problems of measuring productivity in actual work situations. how might productivity be measured for
Three $1,000 face value bonds that mature in 10 years have the same level of risk, hence their YTMs are equal. Bond A has an 8% annual coupon, Bond B has a 10% annual coupon, and Bond C has a 12% annual coupon. Bond B sells at par.
Assuming the basic fixed-order quantity inventory model fits this situation and no safety stock is needed, which of the following is the reorder point (R).
It is priced at only $400. Assuming your opportunity cost of funds is 5 percent, which refrigerator should you purchase.
Elucidate how long must a quota be in effect to have an impact. Using a demand-and-supply diagram, illustrate and explain the net welfare loss from imposing such a quota.
Illustrate what is Great Reception's profit when producing at the profit-maximizing output
Assume the monopoly sells its goods in two different markets esparated by some distance. The demand curve in the first market is given by Q1=55-P1,and demand curve in second market is given by Q2=70-2P2.
Explain how does one construct a linear (or other mathematical program) to solve a competitive or walrasian equilibrium problem.
q1. what are the three most important factors driving economic growth? explain briefly using an appropriate example.q2.
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