Consider a simple exchange economy with two goods and two consumers. The endowments of the two consumers satisfy respectively w' = (5, 1) and w? = (1,9), while their preferences satisfy: %3D U*(a") = min{2r}, 2 + 2} and U(r) = 2/. Find Marshallian demands for each of the two consumers. Explain your approach. Solve for the Walrasian equilibrium of this economy.

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Consider a simple exchange economy with two goods and two consumers. The endowments of the two
consumers satisfy respectively w' = (5, 1) and w? = (1,9), while their preferences satisfy:
%3D
U*(x*) = min{2r}, x3 + 2} and U (z*) = 2/r}a3.
Find Marshallian demands for each of the two consumers. Explain your approach. Solve for the Walrasian
equilibrium of this economy.
Transcribed Image Text:Consider a simple exchange economy with two goods and two consumers. The endowments of the two consumers satisfy respectively w' = (5, 1) and w? = (1,9), while their preferences satisfy: %3D U*(x*) = min{2r}, x3 + 2} and U (z*) = 2/r}a3. Find Marshallian demands for each of the two consumers. Explain your approach. Solve for the Walrasian equilibrium of this economy.
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