Amaranda and Bartolo consume only two goods, X and Y. They can trade only with each other and there is no production. The total endowment of good X equals the total endowment of good Y. Amaranda's utility function is U(xA, YA) = min{Xa, YA} and Bartolo's utility function is U(XB, YB) = max{Xg, yB}. In an Edgeworth box for Amaranda and Bartolo, the set of Pareto optimal allocations is the main diagonal. both diagonals. the whole Edgeworth box. the edges of the box and the main diagonal. the edges of the box.
Amaranda and Bartolo consume only two goods, X and Y. They can trade only with each other and there is no production. The total endowment of good X equals the total endowment of good Y. Amaranda's utility function is U(xA, YA) = min{Xa, YA} and Bartolo's utility function is U(XB, YB) = max{Xg, yB}. In an Edgeworth box for Amaranda and Bartolo, the set of Pareto optimal allocations is the main diagonal. both diagonals. the whole Edgeworth box. the edges of the box and the main diagonal. the edges of the box.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Amaranda and Bartolo consume only two goods, X and Y. They can trade only with each other and
there is no production. The total endowment of good X equals the total endowment of good Y.
Amaranda's utility function is U(xA, YA) = min{xa, YA} and Bartolo's utility function is
U(XB, YB) = max{xg, YB}. In an Edgeworth box for Amaranda and Bartolo, the set of Pareto optimal
allocations is
O the main diagonal.
O both diagonals.
O the whole Edgeworth box.
O the edges of the box and the main diagonal.
O the edges of the box.
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