All market firms must be able to answer the following three questions.
1) How much output should we produce?
2) What price should we charge?
3) If we are making a loss, should we shut down or continue to operate?
To answer the first question, we assume that the aim of business is to make a profit (and the maximum profit at that). There are other goals that firms may have, such as to be the largest firm in the industry, have the highest sales, largest employer of labor, etc. But we assume here that the aim of business is to maximize profits. With that being the case, the profit maximizing output level would be the point where marginal revenue is equal to marginal cost (MR = MC). This is the profit maximizing output level because if MR is greater than or less than MC, the firm is not maximizing profit. Let’s take the first case. If a firm is thinking about producing the 15th unit of output and the MR > MC for this 15th unit, then the firm does better producing the 15th unit of output. For this additional unit of output, addition to revenue (MR) is greater than the addition to cost (MC). So why stop at 14 units? The firm is better off increasing production to 15 units to add to the profit it already has. If MR < MC to produce the 25th unit of output, then addition to revenue for this 25th unit of output is less than the addition to cost, so it is not worth it to produce this unit of output. At the point where MR = MC, addition to profit is zero and all profits have been obtained by the firm. The firm is at a point of maximum profit
Average total cost (ATC) for any output level is found by dividing total cost (TC) by that output (Q) or by adding AFC and AVC at that output:
Average variable cost (AVC) for any output level is calculated by dividing total variable cost (TVC) by that amount of output (Q):
Due to increasing and then diminishing returns, AVC declines initially, reaches a minimum, and then increases again. A graph of AVC is a U-shaped or saucer-shaped curve, as shown in
Average fixed cost (AFC) for any output level is found by dividing total fixed cost (TFC) by that amount of output (Q). That is,
Because the total fixed cost is, by definition, the same regardless of output, AFC must decline as output increases. As output rises, the total fixed cost is spread over a larger and larger output
Total cost is the sum of fixed cost and variable cost at each level of output:
TC = TFC + TVC
TC is shown in column 4 of Table 7.2. At zero units of output, total cost is equal to the firm’s fixed cost. Then for each unit of the 10 units of production, total cost increases by the same amount as variable cost.
Fixed costs are those costs that do not vary with changes in output. Fixed costs are associated with the very existence of a firm’s plant and therefore must be paid even if its output is zero. Such costs as rental payments, interest on a firm’s debts, a portion of depreciation on equipment and buildings, and insurance premiums are generally fixed costs; they are fixed and do not change even if a firm produces more. In column 2 of Table 7.2 we assume that the firm’s total fixed cost is $100. By definition, this fixed cost is incurred at all levels of output, including zero. The firm cannot avoid paying fixed costs in the short run.
Geometrically, marginal product—shown by the MP curve in Figure 7.2b—is the slope of the total-product curve. Marginal product measures the change in total product associated with each succeeding unit of labor. Thus, the three phases of total product are also reflected in marginal product. Where total product is increasing at an increasing rate, marginal product is rising. Here, extra units of labor are adding larger and larger amounts to total product. Similarly, where total product is increasing but at a decreasing rate, marginal product is positive but falling. Each additional unit of labor adds less to total product than did the previous unit. When total product is at a maximum, marginal product is zero. When total product declines, marginal product becomes negative.
The answers are provided in general terms by the law of diminishing returns. This law assumes that technology is fixed and thus the techniques of production do not change. It states that as successive units of a variable resource (say, labor) are added to a fixed resource (say, capital or land), beyond some point the extra, or marginal, product that can be attributed to each additional unit of the variable resource will decline. For example, if additional workers are hired to work with a constant amount of capital equipment, output will eventually rise by smaller and smaller amounts as more workers are hired.
In microeconomics, the short run is a period too brief for a firm to alter its plant capacity, yet long enough to permit a change in the degree to which the plant’s current capacity is used. The firm’s plant capacity is fixed in the short run. However, the firm can vary its output by applying larger or smaller amounts of labor, materials, and other resources to that plant. It can use its existing plant capacity more or less intensively in the short run.
In microeconomics, the long run is a period long enough for it to adjust the quantities of all the resources that it employs, including plant capacity. From the industry’s viewpoint, the long run also includes enough time for existing firms to dissolve and leave the industry or for new firms to be created and enter the industry. While the short run is a “fixed-plant” period, the long run is a “variable-plant” period.
As a result, keep in mind that all of the resources that a firm uses—whether purchased from outside or already owned—have opportunity costs and thus economic costs. Economists refer to these two types of economic costs as explicit costs and implicit costs: