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Introduction to Labor Markets Chapter 3: Short-run labor demand
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Profit maximization economic profit = TR - TC adding a worker increases TR and increases TC. a firm will add more labor if TR rises by more than TC. a firm can increase its profits by using less labor if the additional revenue generated by the last worker is less than the additional cost of adding that worker.
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MRP and MFC marginal revenue product (MRP) of labor = the additional revenue that results from the use of an additional unit of labor marginal factor cost (MFC) of labor = the additional cost associated with the use of an additional unit of labor
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MRP, MFC and profit maximization a firm will use more labor if MRP > MFC a firm will use less labor if MRP < MFC a firm maximizes its profit at the level of labor use at which MRP = MFC
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MRP MRP = MR x MP, where: Alternatively:
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Slope of MRP curve MRP = MR x MP MR is constant if the output market is perfectly competitive and decreasing if the output market is imperfectly competitive.
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Slope of MRP curve MRP = MR x MP
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Marginal factor cost In a perfectly competitive labor market, MFC = w
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Short-run labor demand in a perfectly competitive labor market
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Market labor demand curve As noted earlier, the market demand curve for labor is simply the horizontal summation of all of the individual firms' labor demand curves.
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Monopsony A monopsony occurs when there is a single buyer of a good. In the case of a labor market, a monopsony occurs when only one firm hires workers in a given labor market.
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Supply curve facing a monopsonist A monopsony firm faces the entire market labor supply curve. MFC > w
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Wage and employment determination under a monopsony labor market
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Minimum wage (or union) in a monopsony
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Effects of a payroll tax in a perfectly competitive labor market
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