Exam 11: Input Markets and the Allocation of Resources

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Average revenue product of an input is:

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The firm's labour demand curve is given by:

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The value of an input to a firm depends in part on the:

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Which of the following is not an assumption of perfectly competitive input markets?

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For a monopsony buyer, the marginal expenditure per unit of an input:

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In a competitive market, firms value inputs:

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If a wage change makes the wage greater than an input's maximum Average Revenue Product, a firm will:

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The assumption of perfect mobility of resources in perfectly competitive input markets implies that

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Figure 11A Figure 11A   -In Figure 11A, the individual's Indifference curve is: -In Figure 11A, the individual's Indifference curve is:

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If a firm is perfectly competitive in its input markets, then, in short- run equilibrium:

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A firm is likely to be a monopsonist if:

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The firm's labour demand curve is given by:

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Suppose there are two goods, consumption C with price p = 1 and leisure L with price w = 8. The endowments of the two goods are given by C0 = 0 and L0 = 2 4. The utility function is U(C,L)= logC + 2logL. i)How much labour should be supplied and how much consumption should be chosen? ii)Using all the information given above (except w = 8), show that the amount of labour supplied will be the same regardless of the wage rate. What must be true about income and substitution effects for this to occur?

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The supply of labour bends backward because as the wage rate becomes very high:

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Figure 11A Figure 11A   -In Figure 11A, the individual's human capital production function is: -In Figure 11A, the individual's human capital production function is:

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In general, the supply functions of intermediate inputs reflect the:

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If the input market is competitive and the output market is monopolistic:

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In long- run equilibrium a firm that is a perfect competitor in its input and output markets will choose an input bundle such that for each input:

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True/False. If the supply of labor is downward sloping, leisure must be an inferior good.

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In general, the demand functions for primary inputs reflect the:

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