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Consider a one person economy with a labor endowment of 16 units.The production functions for the two consumption goods, x and y, are x =
Consider a one person economy with a labor endowment of 16 units.The production functions for the two consumption goods, x and y, are x = 0.5Lx and y = 3Ly, where Lx and Ly represent the labor allocation.If the person has a utility function of u(x,y) = min {2x, y}, then the optimal (x,y) to produce is:
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