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Consider an economy with two consumers, consumer 1 and consumer 2 and two goods, good 1 and good 2. Suppose that consumer 1's utility function is given by U1(x11, x21)= x11x21 and consumer 2's by U2(x12, x22)= x12 + x22. Suppose the initial endowments are X11 = 1, X21 = 2, X12 = 3, and X22 = 2.
a)Graph carefully and accurately the Edgeworth box for this economy, showing the contract curve and the indifference curves of the two consumers through the initial endowment.
b)Find also the optimal level of x12 as a function of p1.
c)Find the equilibrium allocations when p1=p2=1.
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