In a two-period model, an individual earns and consumes C1 in period 1 and only consumes C2 in period 2. Suppose the saving interest rate is 3.3% and the income in period 1 is $4,500. Assuming consumption smoothing, the consumption (C1 or C2) for period 1 and period 2 should be $ A
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In a two-period model, an individual earns and consumes C1 in period 1 and only consumes C2 in period 2. Suppose the saving interest rate is 3.3% and the income in period 1 is $4,500. Assuming consumption smoothing, the consumption (C1 or C2) for period 1 and period 2 should be $ A . Compute A.In a two-period model, an individual earns and consumes C1 in period 1 and only consumes C2 in period 2. Suppose the saving interest rate is 3.3% and the income in period 1 is $4,500. Assuming consumption smoothing, the consumption (C1 or C2) for period 1 and period 2 should be $ A . Compute A.
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- Question : Fisher's two period model implies that as long as consumption in both periods is as a normal good, then an increase in income in period two: a- increases consumption in period 1 only. b-increases consumption in period 2 only. c. does not increas consumption in either period. d. increases consumption in both periods. e. increases consumption in period 1 and reduce consumption in period.Nick and Steve both obey the two-period Fisher model of consumption. Nick earns $300 in the first period and $300 in the second period. Steve earns nothing in the first period and $620 in the second period. Both of them can borrow or lend at the interest rate r. Nick and Steve both consume $200 in the first period and $200 in the second period. What is the interest rate r?In the Neoclassical model of determination of income in the long run we assumed that aggregate consumption was an increasing function of disposable income, , and nothing else. Suppose that instead we assume that consumption is an increasing function of disposable income, , and a decreasing function of the real interest rate, . Provide an economic rationale for making consumption a function of the real interest rate. How does this assumption change the national saving function relative to the benchmark model Using the model developed in (1), use a diagram for the market for loanable funds to describe what happens to national saving, national investment, and the real interest rate when government expenditure increases. Make sure to also explain in your own words the economic intuition of your results.
- Jack and Jill both obey the two-period Fisher model of consumption. Jack earns $100 in the first period and $100 in the second period. Jill earns nothing in the first period and $210 in the second period. Both can borrow or lend at the interest rate r. a. You observe both Jack and Jill consuming $100 in the first period and $100 in the second period. What is the interest rate r? b. Suppose the interest rate increases. What will happen to Jack’s consumption in the first period? Is Jack better off or worse off than before the interest rate rose?Q1. Consider the following two-period model of consumption and saving: Utility = C1^0.5 + B*C2^0.5 C1 + C2/(1+r) = Y1 + Y2/(1+r) where Y1 = 4, Y2 = 1, r = 0.17 and B = 0.5. Find a numerical solution for period 1 consumption, C1. (State your answer to 2 decimal places.)Assume an economy where the consumption function is defined as C = CC + CY and the investment function is defined as l = ir , where Y is total income and r is the interest rate. What does the slope of the IS curve depend on?
- Consider the intertemporal model of consumption studied in class, with two possible periods. Consider initially that an individual is a borrower. If the interest rate increases: (a)The individual will never become a saver. (b)The individual will always remain a borrower. (c)The individual will be worse off, provided she remains a borrower. (d)The individual can be better off, but only if she becomes a saver. Both c and d.What is the Euler equation for consumption and what is What is the Euler equation for consumption, and what is its economic interpretation? What is the Euler equation for consumption and what isExplain the term random walk in consumption. Under what conditions will consumption follow such a behavior? Aggregate consumption varies less than GDP and aggregate investment varies more. Can you reconcile these observations with assumption that consumption and investment decisions are taken by rational forward-looking agents? How do changes in r affect expected consumption growth? Interpret the effect of r on expected consumption in the light of precautionary saving.
- Use the two-period model from the Appendix to answer this question.Your current income is 40,000. Your next period (future) income is known to be 40,000.If your current consumption expenditure is 32,000, your (current) level of savings S=____(Enter your answer as a whole number.)Jack and Jill both obey the two-period Fisher model of consumption. Jack earns $100 in the first period and $100 in the second period. Jill earns nothing in the first period and $210 in the second period. Both can borrow or lend at the interest rate r. a. You observe both Jack and Jill consuming $100 in the first period and $100 in the second period. What is the interest rate r?What is a random walk? How is Hall’s random-walk model of consumption related to the life-cycle and permanent-income hypotheses?