ECO 405 Lecture Notes - Lecture 11: Marginal Revenue, Demand Curve, Takers

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4 Jun 2020
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Example 11. 1 marginal revenue from a linear demand function. Demand curve for a sub sandwich is q = 100 10p. To find mr we need to find tr(q) ie, pq should only be a function of q. Total revenue: r = pq = (-q/10+10)q = Mr < p for all values of q. If the average and marginal costs are constant () Profit maximizing quantity: mr = mc, p(q*) = -30/10+10= . 00. Directly related to the elasticity of the demand curve facing the firm. Percentage change in quantity that results from a one percent change in price. Multiply the 2nd term by p/p (1) and factor out p. If demand curve slopes downward and mr = p eq,p < 0 and mr < p. If demand is elastic: eq,p < -1 and mr > 0. If demand is inelastic: eq, p > -1 and mr < 0. If demand in unit elastic: eq,p = 1 and mr = 0.

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