Exam 16: Understanding Consumer Behavior

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If consumers have rational expectations and follow the permanent-income hypothesis, their current consumption will increase when:

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Precautionary saving is saving for:

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In Irving Fisher's two-period model, the income effect of an increase in the interest rate in the first period for a saver is the:

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In Irving Fisher's two-period consumption model, if Y1 = 20,000, Y2 = 15,000, and the interest rate r is 0.50 (50 percent), then the maximum possible consumption in period one is:

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According to the permanent-income hypothesis, if consumers receive a one-time income bonus, then they will:

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What variables, in addition to current income, are hypothesized to influence consumption in the: a. Fisher two-period model? b. life-cycle model? c. permanent-income hypothesis? d. random-walk hypothesis?

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A binding borrowing constraint will ______ the potency of an announced future tax cut to influence aggregate demand but will ______ the potency of a temporary tax cut.

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According to Friedman's permanent-income hypothesis, the marginal propensity to consume out of permanent income is ______ the marginal propensity to consume out of transitory income.

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In Irving Fisher's two-period model augmented by a borrowing constraint, an example of a consumer for whom the borrowing constraint might likely be binding would be:

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Economic data suggest that when income is expected to fall by $1, consumption falls by:

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The life-cycle hypothesis and the permanent-income hypothesis both assume that consumers seek to:

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Suppose that Congress passes a law to permanently cut taxes starting the next year. Assuming that consumers do not follow Ricardian equivalence, when would consumers adjust their consumption spending according to: a. the Keynesian consumption functi on? b. the Fisher two-period model with binding borrowing constraints? c. the random-walk hyp othesis (the permanent-income hyp othesis with rational expectations) with no binding borrowing constraint?

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Exhibit: Consumption, Income, and Wealth Over the Life Cycle  Exhibit: Consumption, Income, and Wealth Over the Life Cycle   Consider the stylized pattern of lifetime income, consumption, saving, dissaving, and wealth shown in the above graph. Assume that consumption is constant over the entire lifetime, income is constant over the working lifetime, the real interest rate is zero, and there is no uncertainty about life span so that wealth equals zero at the end of life. a. If there is no populati on growth, the ratio of wealth to income will be constant for the nation. If all individuals live  T  years and work  R  years, the amount of wealth accumulated at the time of retirement must be enough for  T - R  years of consumption (  C  per year). What is the formula for the ratio of average wealth over the whole life cycle  W  to consumption per year, as a function of  T  and  R  ? That is, what is  W / C  expressed in terms of  T  and  R  ? b. If  T = 50  and  R = 40 , what is the numerical value of  W / C  ? Consider the stylized pattern of lifetime income, consumption, saving, dissaving, and wealth shown in the above graph. Assume that consumption is constant over the entire lifetime, income is constant over the working lifetime, the real interest rate is zero, and there is no uncertainty about life span so that wealth equals zero at the end of life. a. If there is no populati on growth, the ratio of wealth to income will be constant for the nation. If all individuals live TT years and work RR years, the amount of wealth accumulated at the time of retirement must be enough for TRT - R years of consumption ( CC per year). What is the formula for the ratio of average wealth over the whole life cycle WW to consumption per year, as a function of TT and RR ? That is, what is W/CW / C expressed in terms of TT and RR ? b. If T=50T = 50 and R=40R = 40 , what is the numerical value of W/CW / C ?

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In John Maynard Keynes's model, the most important determinant of current consumption is current income. In Irving Fisher's model, the most important determinant of current consumption is:

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Suppose that the government is considering two tax cuts, one temporary and one permanent. Each cut will give each taxpayer the same amount in the first year. The permanent-income hypothesis predicts that:

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If a consumer is in a position in which a borrowing constraint limits his or her current consumption and a one-time tax is levied on his or her current income, then the tax will:

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What is consumption smoothing?

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A consumption function based on the Fisher two-period model is consistent with the Keynesian consumption function for consumers who:

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What is meant by the phrase "consumption smoothing" and why is it a key element of the life-cycle hypothesis and the permanent-income hypothesis?

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According to the permanent-income hypothesis, if consumers receive a permanent increase in their salary then they will:

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