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ompany 1 produces good x and sells it at a price of $4. Company 2 produces good y and sells it at a price of
ompany 1 produces good x and sells it at a price of $4. Company 2 produces good y and sells it at a price of $5. Company 1 has cost function C(x) = 0.5x2 xy and Company 2 has cost function C(y) = y2. What are the socially optimal quantities of good x and good y
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