Negative consequences of Monopoly

Monopoly Inefficiency

Thus, a profit-maximizing monopoly will sell less than the supply-demand output, at a higher price.

This loss of consumers' surplus is called the "deadweight loss" (meaning the monopoly profits are not enough to offset it) or the "welfare triangle" and is a measure of the waste due to monopoly restriction of output. In this very simplified example, it is half of the monopoly profits.

In general:

– A monopoly will charge more than a competitive industry with the same cost conditions

– The monopoly will sell less output

– In long run equilibrium, the monopoly will receive economic profits

– There will be a net loss of consumers' surplus relative to P-competitive equilibrium

But there are still some complications we have not taken account of. So far we have been assuming that the monopoly has the same cost conditions that a competitive industry would have. The complications arise when the monopoly and a competitive industry cannot have the same cost conditions.

This could happen for two reasons.

The monopoly, lacking the spur of competition, wastes resources so that its cost curves are above those of a competitive industry. The term for this is " X-Inefficiency. "

This is a deviation from the neoclassical assumption of absolute rationality, but perhaps a very important realistic deviation. A good deal of observational evidence suggests that different firms can have quite different costs, in what seem to be the same circumstances. Competition, driving prices down, will tend to eliminate this problem – by eliminating the high-cost firms. In the absence of any competition at all, we would expect costs to be higher than they would be in a competitive industry. There is some evidence that this is true.

There are economies of scale, so the monopoly, operating on a larger scale, can achieve lower costs. This is the case of natural monopoly.

5. "Natural" Monopoly

Here is a picture-example of "natural" monopoly. The example assumes that there is one indivisible cost, but that once it is paid, the firm can produce an unlimited amount at a constant marginal cost. Thus, the Long Run Marginal Cost is horizontal, but the Long run Average Cost is downward- sloping.

The dilemma is that output Q₁, where MC=price, is still the efficient output. But at that output, the monopoly cannot cover its total costs. On the other hand, a profit-maximizing monopoly will produce much less, at Q₃, which covers costs but it inefficient.

In different countries and at different times, governments have dealt with this problem in three primary ways:

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