There are two gas stations in a small isolated town. The market demand for gasoline is given by P=8-0.25-Q, where Q is the quantity of gas in thousands of gallons and Pis the price of gas in dollars per gallon. Each station can supply any quantity of gasoline at a constant marginal cost of $1 per gallon. There are no fixed costs. Both stations sell the same regular gas, and the differences in location, service, etc. don't matter to consumers.

ENGR.ECONOMIC ANALYSIS
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ISBN:9780190931919
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Chapter1: Making Economics Decisions
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There are two gas stations in a small isolated town. The market demand for gasoline is given by P=8-0.25xQ, where Q is the
quantity of gas in thousands of gallons and Pis the price of gas in dollars per gallon. Each station can supply any quantity of
gasoline at a constant marginal cost of $1 per gallon. There are no fixed costs. Both stations sell the same regular gas, and the
differences in location, service, etc. don't matter to consumers.
Transcribed Image Text:There are two gas stations in a small isolated town. The market demand for gasoline is given by P=8-0.25xQ, where Q is the quantity of gas in thousands of gallons and Pis the price of gas in dollars per gallon. Each station can supply any quantity of gasoline at a constant marginal cost of $1 per gallon. There are no fixed costs. Both stations sell the same regular gas, and the differences in location, service, etc. don't matter to consumers.
Suppose one of the gas stations cheats and sells 2,000 gallons of gas more than its quota set by the
agreement. Then, the price of gas will be $
Type your answer here
will be $
Type your answer here
be $ Type your answer here
per gallon, the cheater's profit
and the profit of the station that adheres to the agreement will
Transcribed Image Text:Suppose one of the gas stations cheats and sells 2,000 gallons of gas more than its quota set by the agreement. Then, the price of gas will be $ Type your answer here will be $ Type your answer here be $ Type your answer here per gallon, the cheater's profit and the profit of the station that adheres to the agreement will
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