Given the income level, saving is directly (positively) related to Group of answer choices interest rates and wealth, and inversely (negatively) related to households’ expectations about the future. wealth, and inversely (negatively) related to interest rates and households’ expectations about the future. interest rates, and inversely (negatively) related to wealth and households’ expectations about the future. households’ expectations about the future, and inversely (negatively) related to interest rates and wealth.

Given the income level, saving is directly (positively) related to Group of answer choices interest rates and wealth, and inversely (negatively) related to households’ expectations about the future. wealth, and inversely (negatively) related to interest rates and households’ expectations about the future. interest rates, and inversely (negatively) related to wealth and households’ expectations about the future. households’ expectations about the future, and inversely (negatively) related to interest rates and wealth.

Microeconomic Theory

12th Edition

ISBN:9781337517942

Author:NICHOLSON

Publisher:NICHOLSON

Chapter17: Capital And Time

Section: Chapter Questions

Problem 17.2P

See similar textbooks

Similar questions

How do changes in interest rate affect expected consumption? Interprete the effect of interest rate on expected consumption in the light of precautionary savings.
APPLIED ECONOMICS Topic: Intertemporal Choice Levinn’s utility function is expressed as the following: U= C1 C2 0.3 where C1 is his first periodconsumption and C2 is his second period consumption. His income in the first period is$2500 and interest rate is at 10%. If at equilibrium, Levinn is neither a borrower nor a lender,then what is his expected income in the second period? Do not copy from others
A consumer's current income (y) is 200 and the future income ( t.') is 240. A current lump sum tax (t) of 10 is paid and the tax in the next period (t) is 15. The real interest rate is 20% for each period. Please assume that current and future consumption are complements. and the consumer always prefers to have one unit of current consumption and two units of consumption in the future. Calculate the optimal current and future consumption and the optimal current and future savings. Is the consumer a lender or a borrower? How does he she. as a lender or a borrower. affect the future consumption?
Assume an economy with 1000 consumers. Each consumer has income in the current period of 50 units and future income of 60 units, and pays a lump-sum tax of 10 in the current period and 20 in the future period. The market real interest rate is 8%. Of the 1000 consumers, 500 consume 60 units in the future, while 500 consume 20 units in the future. a) Determine each consumer's current consumption and current saving. b) Determine aggregate private saving, aggregate consumption in each period, government spending in the current and future periods, the current-period government deficit, of the quantity of debt issued by the government in the current period. c) Suppose that current taxes increase to 15 for each consumer. Repeat parts (a) and (b) and explain your results.
explain using a two period indifference curve how an individual would respond to an increase in interest rate by increasing or decreasing saving, explain using graphs
Question 4 Explain how does a decrease in the current income y affect the consumer's consumption-saving decision. In particular, explain: 1) How will current consumption c, future consumption c', and savings s change; 2) Are there any substitution effect or income effect. Make sure you draw two figures, one for the borrowers and one for the lenders.
#3 . Assume an economy with 1000 consumers. Each consumer has income in the current period of 50 units and future income of 60 units, and pays a lump-sum tax of 10 in the current period and 20 in the future period. The market real interest rate is 8%. Of the 1000 consumers, 500 consume 60 units in the future, while 500 consume 20 units in the future. (a) Determine each consumer’s current consumption and current saving. (b) Determine aggregate private saving, aggregate consumption in each period, government spending in the current and future periods, the current-period government deficit, and the quantity of debt issued by the government in the current period.
Assume a set of well-behaved (i.e. strictly monotone and strictly convex) intertemporal indifference curvesbetween period 1 and 2. Then suppose that the nominal interest rate r decreases. Explain what happens to thenew interior solution if current and future consumption are normal and inferior goods, respectively.
“Permanent Income of consumption is just the average of all current and future incomes. Thus, one does not need to do the maximisation of intertemporal utility”. True or False. Discuss according to the model. Note that you need to discuss according to the model?
This person earns $1000 of income today and $2000 income next year. Point C represents his consumption if he doesn't borrow or lend. If the interest rate is 10%, his Consumption Next Year at Point A is? Consumption Next Year A Consumption Today 3,100 B.
3. Analytic Question on Durable Consumption It is known that durable consumption is more sensitive to interest rates and expected income. In this question, we investigate if this is the case in the context of the model we have been studying. We investigate the following decision: U (c1, c2) 1 max {c1,c2} 2 VCi + xo + subject to the following budget constraints: The time 1 budget constraint: a = Y1 - Ci and the time 2 budget constraint: C2 = Y2 + (1 +r) a. The novelty is that ro is now a variable to represents past purchases of goods 1. You can think of this as a car. In turn, we have that x1 = c1 so a1 is consumption derived utility in period 2 derived from past purchases. For this question assume that B (1+ r) = 1. Answer the following questions. а. Substitute out a from both budget constraints, the one at time 1 and time 2, to write a single intertemporal budget constraint. b. Show that the Euler equation (the equation that relates the marginal utility of consumption to the interest…
Assume an economy with 600 consumers. Each consumer has income in the current period of 70 units and future income of 80 units and pays a lump-sum tax of 10 in the current period and 25 in the future period. The market real interest rate is 12%. Of the 600 consumers, 400 consume 70 units in the future, while 200 consume 20 units in the future. a. Determine each consumer's current consumption and current saving. For the group of consumers that consume 70 units in the future, current consumption is and current saving is For the group of consumers that consume 20 units in the future, current consumption is, and current saving is (Round to two decimal places as needed.)