Market Power and Elasticity of Demand
Market power is the ability to raise price above marginal cost and earn a positive profit. The degree to which a firm can raise price above marginal cost depends on the shape of the demand curve at the profit maximizing output. That is, elasticity is the critical factor in determining market power. The relationship between market power and the price elasticity of demand (PED) can be summarized by the equation:
- P/MC = PED/(1 + PED)
Note that PED will be negative, so the ratio is always greater than one. The higher the P/MC ratio, the more market power the firm possesses. As PED increases in magnitude, the P/MC ratio approaches one, and market power approaches zero. The equation is derived from the monopolist pricing rule:
- (P - MC)/P = -1/PED
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Famous quotes containing the words market, power, elasticity and/or demand:
“Have you not heard of that madman who lit a lantern in the bright morning hours, ran to the market place, and cried incessantly: I seek God! I seek God!”
—Friedrich Nietzsche (18441900)
“A young man, be his merit what it will, can never raise himself; but must, like the ivy round the oak, twine himself round some man of great power and interest.”
—Philip Dormer Stanhope, 4th Earl Chesterfield (16941773)
“A submissive spirit might be patient, a strong understanding would supply resolution, but here was something more; here was that elasticity of mind, that disposition to be comforted, that power of turning readily from evil to good, and of finding employment which carried her out of herself, which was from Nature alone. It was the choicest gift of heaven.”
—Jane Austen (17751817)
“The classroom, with all its limitations, remains a location of possibility. In that field of possibility we have the opportunity to labor for freedom, to demand of ourselves and our comrades, an openness of mind and heart that allows us to face reality even as we collectively imagine ways to move beyond boundaries, to transgress. This is education as the practice of freedom.”
—bell hooks (b. c. 1955)