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At what price will there be neither economic profit to attract new firms into the market nor<br />

economic loss to drive firms out of the market? At minimum Average Total Cost. In the long run,<br />

the price will be equal to minimum Average Total Cost, and the firms will be earning zero<br />

economic profit (a normal profit). A graph illustrating perfect competition in the long run is<br />

included in an appendix at the end of this chapter.<br />

Perfect Competition and Economic Efficiency<br />

The basic economic problem is scarcity. The basic goal in dealing with the problem of scarcity is<br />

to produce as much consumer satisfaction as possible with the limited resources available. To<br />

achieve this goal, society must use its limited resources as efficiently as possible.<br />

The concept of the economically efficient level of an activity was introduced in Chapter 1 and was<br />

further explained in Chapter 18. In Chapters 1 and 18, we saw that the optimal (ideal, most<br />

efficient) level of an activity occurs where the marginal benefit and the marginal cost of the activity<br />

are equal. In this chapter, and for the rest of the textbook, we will refer to this economic efficiency<br />

rule with slightly altered terminology.<br />

Economic efficiency rule – produce the quantity of output where marginal social benefit equals<br />

marginal social cost.<br />

Marginal social benefit (MSB) is the value (benefit) to society of the marginal unit of output. If<br />

there is an external benefit (see Chapter 27), marginal social benefit will be different than<br />

marginal private benefit. Assuming no external benefits, marginal social benefit is the same as<br />

marginal private benefit and is measured by market price.<br />

Marginal social cost (MSC) is the cost to society of producing the marginal unit of output. If there<br />

is an external cost (see Chapter 27), marginal social cost will be different than marginal private<br />

cost. Assuming no external costs, marginal social cost is the same as marginal private cost and is<br />

measured by marginal cost.<br />

Thus, if there are no externalities, the ideal (economically efficient) quantity of output occurs<br />

where price equals marginal cost.<br />

Perfect competition is the ideal (most efficient) market structure because it results in the quantity<br />

of output where price equals marginal cost and thus (assuming no externalities) where marginal<br />

social benefit equals marginal social cost. Referring back to Example 6C, at the profit-maximizing<br />

quantity of six units, price ($10) equals marginal cost ($10), and thus MSB equals MSC.<br />

Perfect Competition’s Happy Coincidence<br />

A perfect competitor, like any other business firm, has a chief goal of profit-maximization. To<br />

achieve this goal, a perfect competitor will produce according to the profit-maximization rule<br />

(produce the quantity of output where marginal revenue equals marginal cost). By a happy<br />

coincidence, the profit-maximizing quantity of output is also the economically efficient quantity of<br />

output (where price equals marginal cost and thus where MSB equals MSC).<br />

So the goal of the firm (profit-maximization) and the goal of society (economic efficiency) are both<br />

reached at the same quantity of output. This is why perfect competition is the ideal market<br />

structure.<br />

Perfect Competition and Individual Freedom<br />

Another advantage of perfect competition is that perfect competition contributes to individual<br />

freedom. In a perfectly competitive market, production and distribution decisions can be made by<br />

individuals, not by central authority, thus maximizing individual freedom. Because the goal of the<br />

firm (profit-maximization) and the goal of society (economic efficiency) are both reached at the<br />

same quantity of output, society can leave perfect competitors alone, free to pursue self-interest.<br />

FOR REVIEW ONLY - NOT FOR DISTRIBUTION<br />

21 - 7 Perfect Competition

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