Deadweight Loss in Monopoly
Monopoly not only causes loss of social welfare but also distortions in resource allocation. The suboptimal allocation of resources and loss of social welfare is known as deadweight loss, as represented in the following figure.
Suppose there is a constant-cost industry which has LAC=LMC; given AR and MR curves, a perfectly competitive industry will produce OQ2 at which LAC=LMC=AR at price OP1.
On the other hand, under the same cost and revenue conditions, the equilibrium of a monopoly firm will be at point K with OQ1 of output at price OP2. The comparison of prices and outputs under monopoly and perfect competition gives the measure of the loss of social welfare.
Loss of Social Welfare under Monopoly:
The loss of social welfare is measured in terms of the loss of consumer surplus. The total consumer surplus equals the difference between the total price that a society is willing to pay for the consumption of a commodity and the total price that it pays for that commodity.
If an industry is perfectly competitive, the total output available to society will be OQ2 at price OP1. The total price which the society pays for OQ2 is given by the area OP1LQ2 = OP1 × OQ2. The total price which it is willing to pay for the output OQ2 is given by the area OALQ2 which is the value that society would be willing to pay for output OQ2. Thus,
Consumer’s Surplus = OALQ2 − OP1LQ2 = ALP1
If the industry is monopolized, the equilibrium output is set at OQ1 and the price at OP2. This leads to a loss of a part of the consumer surplus:
Loss of Consumer Surplus under Monopoly = ALP1 − AMP2 = P2MLP1
Of this total loss of consumer surplus (P2MLP1), P2MKP1 goes to the monopolist as monopoly profit or pure profit. The remainder MKL = P2MLP1 − P2MKP1 goes to none. Therefore, it is termed as the deadweight loss to society caused by monopoly.
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