Exam 3: Consumer Preferences and the Concept of Utility

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Which of the following statements is true?

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Which of the following utility functions is an example of preferences for perfect substitutes?

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Which of the following statements is false?

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Suppose that MRSx, y = 10.

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An indifference curve represents

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Consider the following three market baskets. Basket Good x Good y 2 8 10 2 6 5 If Basket A and Basket B are on the same indifference curve, preferences satisfy the usual assumptions, and the indifference curves have a diminishing marginal rate of substitution,

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If one were to draw indifference curves representing preferences over two varieties of red apples, it is likely that one would draw them as: a) almost straight lines. b) almost "L-shaped." c) positively sloped. d) crossing.

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Indifference curves that intersect are said to be:

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Identify the truthfulness of the following statements. I. Ordinal utility gives us information about which basket the consumer prefers and quantitative information about the intensity of the preference. II) Cardinal utility gives us information about which basket the consumer prefers but not about the intensity of those preferences.

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Marginal utility

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The assumption that more is preferred to less:

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Two goods are perfect substitutes. The marginal rate of substitution for these two goods is:

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If a consumer is unable to compare two baskets, then this consumer's preferences violate which of the following key assumptions?

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Economists sometimes represent two goods as having right-angled indifference curves (perfect complements). In reality, this violates:

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Suppose that a consumer has utility function U(x, y) with MUx = 5y2x and MUy = 2x2y. What is the marginal rate of substitution?

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Assume that two baskets A and B lie on the same indifference curve. Assume that basket A contains more of good B than basket B but less of good X than basket B . As the consumer moves down and to the right (from basket A to basket B ) along his indifference curve, total utility

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Consider the utility function U = min (5x, 7y). The indifference curves for this utility function will be

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Consider the utility function U = min (5x, 7y). To increase satisfaction the consumer must consume

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Suppose for some utility function that MUx = 5y and MUy = 7x

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If I prefer steak to burritos, burritos to pasta and pasta to steak:

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