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Suppose you are the production manager for Widgets, Inc. Your job is to produce a fixed amount of output at the lowest cost possible. When you take over the position, you find that the price paid for a unit of labor is $20 (W = $20), and the price paid for a unit of capital is $50 (R = $50). You also discover that with the current mix of capital (K) and labor (L), the marginal product of labor is 10 (MPL = 10) and the marginal product of capital is 20 (MPK = 20). Is your company minimizing cost? If not, how could you change inputs to do so? Use a diagram to help explain your answer.
assuming that B=0.33 Y1998=[0.33]Y1998 Estimate the permanent income for 1998
What do learn by study the supply curve concepts? a. The relationship in between quantity of inputs and output b. Why production is frequently subject to reducing returns
Suppose we're modeling an economy using the Solow model. It begins in steady state. By what proportion does y? (the post-change steady-state per capita GDP) change in response to t
The different between williams managerial discretion model and baumol''s sales maximization model
what is the meaning of the statement ''money is not merely a veil or wrapper''?
Which of the following is an important consideration in short run factor-proportions trade analysis? a. Comparative advantages only occur in theory. b. Specific factors are a
Economic functions of money - A medium of exchange This is its most important role. Without money we would live in a barter economy where we would have to trade goods and
Suppose there are two investors. One has a project to build a factory; the other has a project to visit casino and gamble on roulette. Which investor has a greater incentive to iss
Q. Show the components of GDP? The circular flow - simple version We have defined GDP, gross domestic product, as the market value of all finished service and goods produced
Consider the following macroeconomic model: Y = C + I + G + NX C = 100 + 0.8 YD I = 300 - 1000 i NX = 195 - 0.1 Y - 100 (E.R.) E.R. = 0.75 + 5 i M = ( 0.8
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