Exam 13: Competitive General Equilibrium

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Which of the following is not true of Edgeworth Box Diagrams?

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Walrus Law states that:

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Which of the following conditions is not necessary for the attainment of efficiency in general equilibrium?

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Whenever the economy operates below the production possibility frontier in a general equilibrium with production:

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Which of the following assumptions does not apply to Edgeworth Box discussions of general equilibrium?

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The size of the Edgeworth box for consumption is determined by:

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What are the main sources of inefficiency in allocating resources in the context of general equilibrium?

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Which of the following is not illustrated in Edgeworth box.

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Net demand is:

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Which of the following is not a production assumption for competitive general equilibrium models?

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Marvin's utility function is Um(x1,x2)= x1m + 2x2m, where x1m and x2m are quantities of goods x1 and x2 he chooses. Similarly, Shelly's utility function is Us(x1,x2)= 2x1s + x2s. In total they have 10 units of x1 and 10 units of x2. Suppose the initial allocation is such that Marvin has all 10 units of good x1 and Shelly has all 10 units of good x2. Relative to the initial allocation, the allocation in which each of them has 5 units of each good:

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The Pareto criterion for efficiency states that the economy is efficient if:

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The necessary conditions for an efficient outcome in a general equilibrium model with productions include:

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The doctrine of natural identity of interests:

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In the Edgeworth box, the contract curve must:

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The doctrine of the natural identity of interests:

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Efficiency in general equilibrium requires that:

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When relative prices change in an exchange economy, an individual's budget line:

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In a two good economy the statement that the equilibrium price in one market occurs where supply equals demand implies that supply equals demand in the other market is referred to as:

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Consider an economy with no production. The economy is endowed with 50 bushels of alfalfa X and 50 bushels of barley Y. Two individuals, Tom and Harry, live in this economy. Tom has an initial endowment of (XET,YET) = (50, 20)and Harry has an initial endowment of (XEH, YEH)= (10, 100). Tom and Harry have the following utility functions: UT(XT,YT)= XT^2*YT and U(XH,YH)= XH*YH^2 a)At the endowment point, what are the marginal rates of substitution between X and Y for Tom? For Harry? b)Calculate the equilibrium price that you would obtain if Tom and Harry were to trade under perfectly competitive conditions. c)Is the allocation of resources achieved above Pareto optimal? Explain.

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