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Let the production function of a firm be Q(L, K) = 100L + 10K. The MPL = 100 and the MPK = 10, for all levels of L and K.
(a) Derive the marginal rate of technical substitution for the firm.
(b) Let w = $10 for 0 < L = 10, and w = $20 for L > 10. Let r = $10. Graph the cost-minimization problem for the firm at Q = 1000. What amounts of L and K will the firm demand?
(c) Suppose that a labor union proposes to double the wage for 0 < L = 10, so as to make the w = $20 for all levels of L. Describe the cost-minimization problem for this firm. Should the currently employed workers support this effort-why or why not?
Suppose the CFO of a German corporation with surplus cash flow has 1 million Euros to invest. Suppose that interest rates on 1-year CD deposits in U.S. banks
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a nation to have commercial relations with other countries
Techland and Clothworld are 2-nations with the similar number of employees. In Techland each employee can make 4 units of technology OR 4 units of clothing.
You are a division manager at Toyota. If your marketing department estimates that the semiannual demand for the Highlander is Q = 150,000 - 1.5P, what price should you charge in order to maximize revenues from sales of the Highlander?
If the price set is the profit-maximizing price, elucidate the price elasticity of demand for calculators faced by the plant.
A firm has a long-run cost function C1(y) = y^3 - 10y^2 + 30y. 1) Derive the firm's long-run average cost function 2) Derive the firm's long-run marginal cost function 3) Find the level of production with the lowest average cost 4) What is..
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the aggregate supply also demand or how this relates. If you could help with this section I could probably write a decent paper.
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