Suppose the equation for the demand curve in a market is P-100-1.5Qp, where Qn is the quantity demanded and P is the price. Also, suppose the equation for the supply curve in the same market is P=0.5Qs, where Q, is the quantity supplied. Suppose there is an external cost of $12 associated with the production of each unit of the good. What is the socially optimal quantity, and how much is the social cost at this quantity?
Suppose the equation for the demand curve in a market is P-100-1.5Qp, where Qn is the quantity demanded and P is the price. Also, suppose the equation for the supply curve in the same market is P=0.5Qs, where Q, is the quantity supplied. Suppose there is an external cost of $12 associated with the production of each unit of the good. What is the socially optimal quantity, and how much is the social cost at this quantity?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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