Exam 5: Intertemporal Decision Making and Capital Values

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The rate of interest you receive for the use of money is called the:

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If C0 and C1 are both normal goods, for a person who saves in the initial equilibrium, when i rises:

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A decrease in income in period 1 will:

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In periods 0 and 1, Ralph consumed two goods, x1 and x2, and his utility functions in the two periods were identical. In period 0 the prices of x1 and x2 were $2 and $1 respectively, and Ralph consumed 10 units of x1 and 80 units of x2. In period 1 the prices of x1 and x2 were identical, and equal to $1. If Ralph consumed 40 units of x1 and 40 units of x2 in period 1, then the Laspeyres quantity index is:

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The rate of interest that people will be willing to pay:

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An individual's intertemporal budget for current consumption includes her:

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If a person's marginal rate of time preference for equal amounts of consumption in the present and next periods is less than one, she is said to be:

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Future values are:

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According to the separation theorem, individuals choose among different income streams by choosing the one with the largest:

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Firms which sell consumer capital goods are likely to sell the consumable good:

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If the increase income from sale of a nonrenewable resource in the current period is greater than the present value of income sale of the resource in the next period, the owner should:

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Nick has an income of $2000 this year and he expects an income of $1100 next year. He can borrow and lend money at an interest rate of 10%. Consumption goods cost $1 per unit this year and there is no inflation. i)What is the present value of Nick's endowment? ii)What is the future value of his endowment? iii)Suppose nick has a utility of U(C0,C1)= C0C1. What is Nick's consumption in period 0? what about period 1? iv)Suppose that the interest rate increases to 20% and that Nick's income in the second year increases to $1200. What is Nick's consumption in period 0? What about period 1?

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In equilibrium:

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If C0 and C1 are both normal goods, for someone who borrows in the initial equilibrium, when i Rises:

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Suppose that the interest rate paid to those saving money increases. As a result, Chris wishes to save less. This suggests that, for Chris' new optimal level of savings, the substitution effect is greater than the income effect.

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Figure 5A Figure 5A   -In Figure 5A, an individual who was compensated for an increase in interest rates would find her intertemporal equilibrium at point: -In Figure 5A, an individual who was compensated for an increase in interest rates would find her intertemporal equilibrium at point:

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The Separation Theorem:

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The best time to log a forest is

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The reservation price for consumer capital good depends on

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Figure 5A Figure 5A   -In Figure 5A, the equilibrium after an interest rate increase is at point: -In Figure 5A, the equilibrium after an interest rate increase is at point:

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