1) When the allocation of resources is Pareto efficient,
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2) If some allocation of resources is Pareto efficient, then that allocation satisfies:
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First allocation
| Second allocation
| A1 = 25 | A2 = 25 | B1 = 15 | B2 = 15 | MRS1AB = 8 | MRS2AB = 3 |
| A1 = 65 | A2 = 5 | B1 = 85 | B2 = 3 | MRS1AB = 7 | MRS2AB = 7 |
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3) The tables above show two allocations of two commodities (labeled A and B) to two consumers (labeled 1 and 2). For example, B1 is the amount of good B assigned in each particular allocation to consumer 1. The tables also show the consumers' marginal rates of substitution at the consumption bundles they receive at each allocation.
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4) The diagrams at right show possible allocations of a pumpkin pie among three consumers. Assuming that each consumer likes pumpkin pie and prefers larger slices to smaller ones:
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5) When two commodities X and Y must be allocated among consumers, a necessary condition for distributive efficiency is that:
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6) The necessary condition for allocative efficiency is that each commodity be produced in an amount that makes the marginal benefit to society of the last unit produced equal to the marginal cost to society of that last unit. The satisfaction of this condition in a market economy relies on the assumptions of:
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7) The current consumption bundles of Abelard and Heloise are illustrated at right, with A denoting the quantity of apples and B denoting the quantity of bananas consumed by each.
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8) The Fundamental Theorem of Welfare Economics:
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9) If an economy operates on its production possibility curve, then the allocation of resources in that economy satisfies: |
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10)
If a brother and sister return home from trick-or-treating on Halloween and engage in a series of voluntary trades of candy, we can conclude that:
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