You have $40,000 of current income and $60,000 of future income. The interest rate between the current andfuture period is 5 percent. What is the maximum amount you could consume in the future?O $100,000O $107,000O $102,000O $110,000

People's savings determine capital development over a year. People's savings are now influenced by…

Answered: You have $40,000 of current income and…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Also calculate monthly budget. Thanks!
If C = 32 + 0.90Y, how much would an individual save when income is 953? Select one: O a. 63.30 О Б.-825.7О О с. 889.70 O d. 825.70
Garfield enjoys pizzas and hanging out (leisure). He sleeps 8 hours per day. Of the remaining16 hours, for each hour he chooses to work he gets paid 2 pizzas. Garfield must pay 6 pizzas intaxes but receives dividends equivalent to 6 pizzas.1. Draw Garfield’s budget constraint (put consumption on the vertical axis and leisure of thehorizontal). Make sure to show the vertical and horizontal intercepts as well as the slope.b. Now suppose that Garfield chooses to work 10 hours per day. Find how many hoursof leisure and how many pizzas he will consume.c. Using your answer from b, show Garfield’s optimal point on the budget line and drawthe indifference curve passing from that point.4. Suppose that Garfield’s wage falls to 1 pizza per hour. Draw Garfield’s new budgetconstraint. Make sure to show the value of any intercept that has changed.5. Suppose that in response, Garfield decides to work for 6 hours per day. How much leisurewill he take, and how much pizza will he consume?6. Use an…
3. Consider a society of identical individuals who live for two periods. They have the following utility: In co + 3 5 In ci Each individual earns $600 when young, in period 0, and no income in period 1, when old. They can borrow and lend at interest rate r, and the price of consumption is 1. (a) Write down this individual's lifetime budget constraint (b) Solve for this individual's consumption in period, and savings, as a function of r. (c) Suppose now that there is a Social Security program. The gov- ernment collects $ 60 from this individual in period 0, and gives it back with interest r in period 1. i. What kind of social security system is this? ii. What is the new amount of savings? iii. What is the impact of this program on the individual's wel- fare? (d) Suppose some individuals have utility 1 In co +In c₁ 9 The social security system still forces them to save $60. i. If they are still free to borrow and lend at r, what will their optimal choice of consumption and savings be,…
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Only typed answer and don't use chat gpt
Garfield enjoys pizzas and hanging out (leisure). He sleeps 8 hours per day. Of the remaining16 hours, for each hour he chooses to work he gets paid 2 pizzas. Garfield must pay 6 pizzas intaxes but receives dividends equivalent to 6 pizzas.1. Draw Garfield’s budget constraint (put consumption on the vertical axis and leisure of thehorizontal). Make sure to show the vertical and horizontal intercepts as well as the slope.b. Now suppose that Garfield chooses to work 10 hours per day. Find how many hoursof leisure and how many pizzas he will consume.c. Using your answer from b, show Garfield’s optimal point on the budget line and drawthe indifference curve passing from that point.4. Suppose that Garfield’s wage falls to 1 pizza per hour. Draw Garfield’s new budgetconstraint. Make sure to show the value of any intercept that has changed.5. Suppose that in response, Garfield decides to work for 6 hours per day. How much leisurewill he take, and how much pizza will he consume?6. Use an…
1. Rosie has just written a book. Assume that her preferences are consistent with expected utility theory. There is 30% chance that her book will be a best-seller and make $500,000 in profit (after the costs of production) and a 70% chance it will just break even (i.e. no profit after the costs of production). Her current income is $150,000 (which she will receive regardless of what happens with her book) and her utility function is u (I) = ln (I) (a) Is Rosie risk-averse, risk-neutral, or risk-loving? How do you know? (b) Assume that Rosie will receive all of the profits (if any) from her book. Draw a diagram illustrating (i) Rosie's total income if her book just breaks even, (ii) her total income if her book is a best-seller, (iii) her expected income, (iv) her expected utility, (v) her certainty equivalent, and (vi) her risk premium. (c) Compute the numerical values associated with each of the six amounts you found in (b). (d) Acme Publishing Company has offered Rosie $100,000 for…
a, b and c
The consumer views present and future consumption as perfect complements and would like to consume equal amounts in both periods, i.e., . Suppose, however, that there is a credit market imperfection that prevents this consumer from borrowing at all, i.e., . a. Show the consumer's lifetime budget constraint and indifference curves on a diagram. Note that because the consumer prefers to purchase present and future consumption in equal amounts, the indifference curves will be kinked at. Note also that because the consumer cannot borrow, the budget constraint will be kinked at the consumer's initial endowment. Recall that the budget constraint is given by: Recall also that the consumer's endowment for each period can be expressed as: b. Calculate the consumer's optimal current-period and future-period consumption and optimal saving and show this in your diagram. Does the existence of the credit market imperfection affect the consumer's choices? Recall that savings is given by: c. Suppose…
60)In the Table below, what is the value of saving? Disposable Income Consumption Saving $11,400 $7,500 ? Select one: a. 18,900 b. 3,900 c. Cannot be calculated
A4)

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You have $40,000 of current income and $60,000 of future income. The interest rate between the current and future period is 5 percent. What is the maximum amount you could consume in the future? O $100,000 O $107,000 O $102,000 O $110,000