Consider a hypothetical economy. Households spend $0.60 of each additional dollar they earn and save the remaining $0.40. The spending multiplier for this economy is
.
Suppose investment in this economy increases by $250 billion. The increase in investment will lead to an increase in income, generating an increase in consumption that increases income yet again, and so on.
Fill in the following table to show the impact of the change in investment on the first two rounds of consumption spending and, eventually, on total spending and income.
Change in InvestmentChange in Investment | = = | $250 billion$250 billion |
First Change in ConsumptionFirst Change in Consumption | = = | billion |
Second Change in ConsumptionSecond Change in Consumption | = = | billion |
∙• | ∙• | |
∙• | ∙• | |
∙• | ∙• | |
Total Change in SpendingTotal Change in Spending | = = | billion |
Now consider the impacts of a change in taxes. The tax multiplier in this question will be
, thus, if taxes increase by $100 billion then spending will change by
billion.
Answer:
(a) MPC = $0.6 / $1 = 0.6, and MPS = 1 - MPC = 1 - 0.6 = 0.4
Multiplier = 1/MPS = 1/0.4 = 2.5
(b)
(i) First change in consumption = $250 billion x 0.6 = $150 billion
(ii) Second change in consumption = $150 billion x 0.6 = $90 billion
(iii) Total change in spending = $250 billion x 2.5 = $625 billion
(c) Tax Multiplier = - MPC / MPS = - 0.6 / 0.4 = - 1.5
(d) If taxes increase by $100 billion, spending will change by -$150 billion [= $100 billion x (-1.5)].
Now consider the impacts of a change in taxes. The tax multiplier in this question will be -1.5, thus, if taxes increase by $100 billion then spending will change by -$150 billion.
Consider a hypothetical economy. Households spend $0.60 of each additional dollar they earn and save the...
Consider a hypothetical economy where there are no taxes and no international trade. Households spend $0.90 of each additional dollar they earn and save the remaining $0.10. If there are no taxes and no international trade, the oversimplified multiplier for this economy is. Suppose investment spending in this economy decreases by $150 billion. The decrease in investment will lead to a decrease in income, generating a decrease in consumption that decreases income yet again, and so on. Fill in the...
3. The multiplier effect of a change in government purchases Consider a hypothetical closed economy in which households spend $0.70 of each additional dollar they earn and save the remaining $0.30. The marginal propensity to consume (MPC) for this economy is _______ , and the spending multiplier for this economy is _______ . Suppose the government in this economy decides to decrease government purchases by $300 billion. The decrease in government purchases will lead to a decrease in income, generating an initial change...
Consider a hypothetical closed economy in which households spend
$0.70 of each additional dollar they earn and save the remaining
$0.30.The marginal propensity to consume (MPC) for this economy is
_____, and the expenditure multiplier for this economy is
_____.Suppose the government in this economy decides to decrease
government purchases by $300 billion. The decrease in government
purchases will lead to a decrease in income, generating an initial
change in consumption equal to _____. This decreases income yet
again, causing...
Consider a hypothetical economy in which households spend $0.50 of each additional dollar they earn and save the remaining $0.50. The following graph shows the economy's initial aggregate demand curve (AD1). Suppose the government increases its purchases by $5 billion. Use the green line (triangle symbol) on the following graph to show the aggregate demand curve (AD2) after the multiplier effect takes place. Hint: Be sure the new aggregate demand curve (AD2) is parallel to AD1. You can see the slope of...
Consider a hypothetical closed economy in which households spend $0.75 of each additional dollar they earn and save the remaining $0.25.
Suppose that the consumers spend 80% of each additional dollar of income. In other words, marginal propensity to consume (c1) is 0.8. Assuming a hypothetical economy which is composed of households and firms, what is the value of multiplier? QUESTION 27 Assume that the marginal propensity to consume is 0.8. How much will the output increase as a result of a $100 increase in investment spending? O 400 O 500 O 100 O 50 QUESTION 28 Assuming that there is...
10.) An economy has a marginal propensity to consume and Y* , income-expenditure equilibrium GDP, equals $500 billion. Given an autonomous increase in plannėd investment of $10 billion, show the rounds of increased spending that take place by completing the accompanying table. The first and second rows are filled in for you. In the first row the increase of planned investment spending of $10 billion raises real GDP and YD by $10 billion, leading to an increase in consumer spending...
2. Consider the following data table for a hypothetical economy. Aggregate Consumption Personal Planned Aggregate Aggregate Income Expenditure Saving Investment Expenditure Equilibrium 0 100 20 100 180 200 260 300 340 400 420 500 500 600 580 700 660 Complete the table Calculate and interpret MPC and MPS Write the equation of Consumption Function Determine the equilibrium level of Aggregate Income, Consumption Expenditure, and Personal Saving Calculate the Multiplier Calculate the change...
1. Consider a closed economy with the following partcipants: households, rental firm, production firm and the government: (a)Total Production: Y = 10000. (b ) Consumption is given by: C = 7200 − 100r where C is consumption and T is tax. (c) Firm: Investment I is given by equation I = 3000 − 100r. (d) Government collect lump-sum tax T=2000 and spend G=3000. Use the condition above to answer the following questions: (E) (15 pts) Solve the equilibrium real interest...
5. Algebra of the income-expenditure model Consider a small economy that is closed to trade, so its net exports are equal to zero. Suppose that the economy has the following consumption function, where C is consumption, Y is real GDP, I is investment, G is government purchases, and T is for net taxes: C= 20 + 0.75 x (Y - T) Suppose G = $35 billion, 1 = $60 billion, and T = $20 billion. Given the consumption function and the fact that, in...