Imagine you work for a firm that only utilizes labor and capital as inputs and has...
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Imagine you work for a firm that only utilizes labor and capital as inputs and has a CES production function: q=f(L,K)=[L+K]² a. What is the MPL? What does this mean economically? b. What is the MPK? What does this mean economically? c. What is the MRTS? What does this mean economically? d. Does this production function have constant, increasing, or decreasing returns to scale? e. What is the short run supply function for the firm? f. What is the derived labor demand for the firm? g. What is the price elasticity of supply? What does this mean economically? h. How does supply shift when the amount of capital employed changes? What does this mean economically? i. What is the price elasticity of labor demand? What does this mean economically? j. How does derived labor demand change when the price of labor changes? What does this mean economically? Imagine you work for a firm that only utilizes labor and capital as inputs and has a CES production function: q=f(L,K)=[L+K]² a. What is the MPL? What does this mean economically? b. What is the MPK? What does this mean economically? c. What is the MRTS? What does this mean economically? d. Does this production function have constant, increasing, or decreasing returns to scale? e. What is the short run supply function for the firm? f. What is the derived labor demand for the firm? g. What is the price elasticity of supply? What does this mean economically? h. How does supply shift when the amount of capital employed changes? What does this mean economically? i. What is the price elasticity of labor demand? What does this mean economically? j. How does derived labor demand change when the price of labor changes? What does this mean economically?
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a The marginal product of labor MP is the additional output produced by employing an additional unit of labor while keeping other inputs constant In this case the MP is the partial derivative of the p... View the full answer
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