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Just north of the town of Muskrat, Ontario, in Problem 1, is the town of Brass Monkey, population 800. Brass Monkey, like Muskrat, has a single public good, the town skating rink and a single private good, Labatt Ale. Everyone's utility function is Ui(Xi, Y) = Xi - , where Xi is the number of bottles of ale consumed by i and Y is the size of the skating rink in square meters. The price of ale is $1 per bottle. The cost of the skating rink to the city is $8 per square meter. Everyone has an income of at least $5,000. What is the Pareto efficient size for the town skating rink?
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