Suppose a factory produces widgets and, in the process of doing so, also produces pollution. The external cost of the pollution per widget produced is $50. The demand, private cost, and social cost curves are DemandP = 600 – 3Q %3D Private CostPC = 20 + 2Q Social CostSC = 70 + 2Q %D a. Find the market equilibrium price and quantity if there is no government intervention. b. Find the socially optimal price and quantity. c. What tax could the government impose to get the efficient outcome?
Suppose a factory produces widgets and, in the process of doing so, also produces pollution. The external cost of the pollution per widget produced is $50. The demand, private cost, and social cost curves are DemandP = 600 – 3Q %3D Private CostPC = 20 + 2Q Social CostSC = 70 + 2Q %D a. Find the market equilibrium price and quantity if there is no government intervention. b. Find the socially optimal price and quantity. c. What tax could the government impose to get the efficient outcome?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Suppose a factory produces widgets
and, in the process of doing so, also
produces pollution. The external cost
of the pollution per widget produced is
$50. The demand, private cost, and
social cost curves are
DemandP = 600 - 3Q
Private CostPC = 20 + 2Q
Social CostSC = 70 + 2Q
a. Find the market equilibrium price
and quantity if there is no government
intervention.
b. Find the socially optimal price and
quantity.
c. What tax could the government
impose to get the efficient outcome?
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