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Questions › DSE › DSE 2009 › Q49
2 marksMicroeconomics › General equilibrium and exchange economies › Edgeworth box and the contract curveHardabout 4 min

DSE 2009 Question 49: General equilibrium and exchange economies

Consider an exchange economy with consumers A and B and goods x,yx,yx,y; total x=4x=4x=4, total y=2y=2y=2, optimally distributed. A's utility is UA=xA2+4xAyA+4yA2U_{A}=x_{A}^{2}+4x_{A}y_{A}+4y_{A}^{2}UA​=xA2​+4xA​yA​+4yA2​ and B's is UB=xB+yBU_{B}=x_{B}+y_{B}UB​=xB​+yB​. The contract curve for this exchange economy is

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Consider an exchange economy with consumers A and B and goods x,y; total x=4, total y=2, optimally distributed. A's utility is U_A=x_A²+4x_Ay_A+4y_A² and B's is U_B=x_B+y_B. The contract curve for this exchange economy is (A) the entire boundary of the edgeworth box (B) allocations satisfying (x_A=0, 0≤ y_A≤ 2) and (0≤ x_B≤ 4, y_B=0) (C) allocations satisfying (0≤ x_A≤ 4, y_A=0) and (x_B=0, 0≤ y_B≤ 2) (D) all points inside the edgeworth box.

Also written as: Consider an exchange economy with consumers A and B and goods x,y; total x=4, total y=2, optimally distributed. A's utility is U_A=x_A^2+4x_Ay_A+4y_A^2 and B's is U_B=x_B+y_B. The contract curve for this exchange economy is

General equilibrium and exchange economies has come up 69 times in 7 exams since 2004.

What this question tests

This question is on Edgeworth box and the contract curve, part of General equilibrium and exchange economies in Microeconomics.

The geometry of trade between two consumers and the set of efficient allocations.

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Question from the DSE 2009 paper. Solutions are TestStop's own. Not affiliated with or endorsed by any examination authority.