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Copyright 2003 by The McGraw-Hill Companies, Inc. Click Here for Terms of Use.
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CHAPTER 12: Production Costs
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in the production process. To these, the rm must add such implicit costs as the wage that the entrepreneur would earn working as a manager for somebody else, the interest he would get by supplying his money capital (if any) to someone else in a similarly risky business, and the rent on his own land and buildings, if he were not using them himself. Only if the total revenue received from selling the output exceeds both its explicit and implicit costs is the rm making an economic or pure pro t.
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Both explicit and implicit costs must be considered any time we are considering the true economic costs of a project.
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The law of diminishing returns is one of the most important and unchallenged laws of production. This law states that as we get more and more units of a factor of production to work with one or more xed factors, after a point we get less and less extra or marginal output from each additional unit of the variable factor used. The time period when at least one factor of production is xed in quantity (i.e., cannot be varied) is referred to as the short run. Thus, the law of diminishing returns is a shortrun law. In the long run, all factors are variable.
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Short-Run Costs
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In the short run, there are total xed costs, total variable costs, and total costs. Total xed costs (TFC) are the costs that the rm incurs in the short run for its xed inputs; these are constant regardless of the level of output and of whether it produces or not. An example of TFC is the rent that a producer must pay for the factory building over the life of a lease. Total variable costs (TVC) are costs incurred by the rm for the variable inputs it uses. These vary directly with the level of output produced and are zero when output is zero. Examples of TVC are raw material costs and some labor costs. Total costs (TC) are equal to the sum of total xed costs and total variable costs.
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106 PRINCIPLES OF ECONOMICS
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Though total costs are very important, per-unit or average costs are even more important in the short-run analysis of the rm. The short-run per-unit costs that we consider are the average xed cost, the average variable cost, the average cost, and the marginal cost. Average xed cost (AFC) equals total xed costs divided by output. Average variable cost (AVC) equals total variable costs divided by output. Average cost (AC) equals total costs divided by output; AC also equals AFC plus AVC. Marginal cost (MC) equals the change in TC or the change in TVC per unit change in output. Example 12.2 Table 12.1 presents the AFC, AVC, AC, and MC schedules derived from the TFC, TVC, and TC schedules. The AFC schedule (column 5) is obtained by dividing TFC (column 2) by the corresponding quantities of output produced (Q in column 1). The AVC schedule (column 6) is obtained by dividing TVC (column 3) by Q. The AC schedule (column 7) is obtained by dividing TC (column 4) by Q. The MC schedule (column 8) is obtained by subtracting successive values of TC (column 4) or TVC (column 3). Thus, MC does not depend on the level of TFC. Table 12.1
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The AFC, AVC, AC, and MC schedules of Table 12.1 are graphed in Figure 12-1. Note that the values of the MC schedule (from column 8) are plotted halfway between successive levels of output. Also note that while the AFC curve falls continuously as output is expanded, the AVC, AC, and MC curves are U-shaped. The MC curve reaches its lowest point at a lower level of output than either the AVC curve or the AC curve. Also, the rising portion of the MC curve intersects the AVC and AC curves at their lowest points. This will always be the case.
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