Marginal physical product of labor

    • [DOC File]Chapter 8 Notes - Florida International University

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      The law of diminishing returns is the marginal physical product of a variable input declines as more of it is employed with a given quality of other (fixed) inputs. It is true for Marginal physical product . It is true for marginal revenue product. III. The Hiring Decision. We have to recall that the MPP declines as more workers are hired.

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    • [DOC File]Chapter 7

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      2. If more and more labor is employed while keeping all other inputs constant, the marginal physical productivity of labor will eventually. a. increase. b. decrease. c. remain constant. d. cannot tell from the information provided. 3. The marginal physical productivity of labor is. a. the slope of the total output curve at the relevant point.

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    • [DOC File]Theory of the Firm - USI

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      Production function with two inputs, labor and capital. Q = f(L,K) where K is constant. We can only change Q by changing labor L. The amount Q changes with an incremental change in L is defined as the marginal physical product of labor (MPl). MPl = ΔQ / ΔL, holding K constant.

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    • [DOC File]9a

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      Average Physical Productivity. Often called labor productivity, it is simply the ouput per unit of labor. Its importance comes from its relative ease of calculation and because marginal productivities can be deduced from it. It is seen to be an efficient means of measuring productivity. Average Physical Product of Labor = APL = q/L = f (K, L)/L

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    • [DOC File]Total Product of Labor - Winthrop University

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      a profit-maximizing monopsonist will keep hiring workers up to the point where the marginal cost (MC) of hiring an additional worker is equal to the value of the marginal product of labor (VMPL), or equal to the marginal revenue product of labor …

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    • [DOC File]Some Answers

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      K is capital (the number of machines), L is labor (the number of workers), and H is human capital (the number of college degrees among the workers). The production function is: Derive an expression for the marginal product of labor. How does an increase in the amount of human capital affect the marginal product of labor? MPL = 1/3*K1/3H1/3 L-2/3.

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