A.
Y = C + I + G
Y = 800+.9*DI + 400+ 500 = 800+.9*(Y-300) + 400+ 500
.1*Y = 1700 + .9Y - 270
.1Y = 1430
Y = 1430/.1
Y = $14300
B.
Private consumption = 800 + .9*DI
Private consumption = 800 + .9*(Y-T) = 800 + .9*(14300-300)
Private consumption = $13400
C.
Savings = income - private consumption - taxes = 14300-13400-300
Savings = $600
Economic model is characterised by the following data: * Private consumption C = 800 + 0.9*DI...
Imagine the economy is defined by the consumption function of C = 140 + 0.9 (Yd) where 140 is autonomous consumption, 0.9 is marginal propensity to consume, and Yd is disposable income (after taxes) and Yd=Y-T, where Y is national income (or GDP) and T=Tax Revenues=0.3Y (0.3 is the avg. income tax rate). To find the macro equilibrium use the following equation Y = C + I + G + (X - M). Where C=140 + 0.9(Yd), I=400, G=800, X=600,...
A5-10. Suppose the following aggregate expenditure model describes an economy: C = 100 + (5/6)Yd T = (1/5)Y 1 = 200 G = 400 X = 300 IM = (1/3)Y where C is consumption, Yd is disposable income, T is taxes, Y is national income, I is investment, G is government spending, X is exports, and IM is imports. (a) Derive a numerical expression for aggregate expenditure (AE) as a function of Y. Calculate the equilibrium level of national income....
Assume the following macroeconomic variable in $ billion) for an economy: Y-national income - Aggregate Expenditures Aggregate Expenditures Consumption + Investment + Government Spending + Net Export Assuming that the full employment level in $6,000 billion, determine the change in government spending needed to reach full employment. (Hint: calculate the current GDP then calculate aggregate expenditures using national income of $6,000 and find the difference) Consumption (80% of disposable or after tax income) + $300 C = $300 +0.8 (Y-T)...
ADVANCED ANALYSIS Assume that the consumption schedule for a private open economy is such that consumption is:C = 100+ 0.8Y Assume further that planned investment lo and net exports Xn are independent of the level of real GDP and constant at lg = 60 and Xn = 10. Government spending (G) is equal to $0. Recall also that, in equilibrium, the real output produced (y) is equal to aggregate expenditures: Y=C+Ig+G+Xn nstructions: Round your answers to the nearest whole number. a. What is the...
For the data in the following table, the consumption function is C = 150 + 0.6(Y-T). Fill in the columns in the table: PLANNED PLANNED UNPLANNED NET DISPOSABLE CONSUMPTION INVESTMENT GOVERNMENT AGGREGATE INVENTORY OUTPUT TAXES INCOME SPENDING SAVING SPENDING PURCHASES EXPENDITURES CHANGE 1,050 50 150 200 1,550 50 200 2,050 50 150 200 150 Use your answers in the previous problem to answer the following questions: 1) How much of an increase in spending would be required to generate an...
answer 1,2 and 3 EXERCISES the data in Table 10.1, determine the economic equilibrium for a government spending 1. Using the data in level of 60. 2. Using Table 10.1 and multiplier, calcu 3. Go to the Table 10.1 and the formulas and numbers given in the text for the multiplier and tax einlier, calculate the effect on equilibrium GDP of a government spending level of 100 ined with a tax level of 100. What does this imply about the...
if c=20 +0.9Y c=consumption y=disposable income=800 billion what is the multiplier? also calculate MPS MPC APS APC and what is the value of saving for the nation? Question 2 If C = 20 + 0.99 C= Consumption Y = disposable income = $800 billion What is the Multipler? Ob.0.1
1.Consider a closed economy with no taxes, whose consumption function, investment level & government spending level are given by the following equations: C= 5,000 + .80Y I= 9,000 G= 2000 whereGrepresents government spending. The equilibrium condition is, as always, that the value of the economy’s output (Y) must be matched by aggregate demand, but now aggregate demand contains a third element, G. a. What is the equilibrium level of aggregate output for this economy? b. What is the saving function for this...
ONLY 5-11 BELOW A5-10. Suppose the following aggregate expenditure model describes an economy: C = 100 + (5/6)Yd T = (1/5)Y I = 200 G = 400 X = 300 IM = (1/3)Y where C is consumption, Yd is disposable income, T is taxes, Y is national income, I is investment, G is government spending, X is exports, and IM is imports. (a) Derive a numerical expression for aggregate expenditure (AE) as a function of Y. Calculate the equilibrium level...
Use the following macroeconomic model structure to answer the questions followed. 8 pts C = 300 + 0.8Yd; C = consumption function; Yd (Y-T) = disposable income I = 200; I = Investment G = 400; G = Government expenditure T = 200; T = Tax revenue Also assume that Yf = Full employment GDP (Potential GDP) = 5,000 8.1. The equilibrium GDP level (income) is _________. Hint: Ye = C+I+G a. 2,850 b. 3,700 c. 3,145 d. 3,800 8.2....