ECO 405 Lecture Notes - Lecture 11: Marginal Revenue, Demand Curve, Marginal Cost
Document Summary
Maximize profits: mc = mr p-mc = -p(1/e q,p. If demand is downward sloping and thus eq,p < 0. Formula for the percentage markup"" of price over marginal cost. Thus at the profit maximizing output the demand facing the firm must be elastic, eq,p<1. The percentage markup over marginal cost will be higher the closer eq,p is to 1, ie the more inelastic ie demand. Assume that the firm must sell all its output at one price. So, we can think of the demand curve facing the firm as its average revenue curve. Shows the revenue per unit yielded by alternative output choices. Shows the extra revenue provided by the last unit sold below the demand curve. In the case of a downward-sloping demand curve. Figure 11. 2 market demand curve and associated marginal revenue curve. Because the demand curve is negatively sloped, the marginal revenue curve will fall below the demand ( average revenue"") curve.