Assume the following model of the expenditure sector: S=C+I+G+Nx TR=100 C=420+(4/5)YD I=160 G=180 Nx=-40 YD=Y+TR-TA TA=(1/6)Y If the government would like to increase the equilibrium level of output (Y) to the full employment level Y*=2,700, by how much should government purchases (G) be changed?
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Assume the following model of the expenditure sector:
S=C+I+G+Nx
TR=100
C=420+(4/5)YD
I=160
G=180
Nx=-40
YD=Y+TR-TA
TA=(1/6)Y
If the government would like to increase the equilibrium level of output (Y) to the full employment level Y*=2,700, by how much should government purchases (G) be changed?
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- Assume that the economy is now governed by a government and begins trading with other economies. The economy is described by the following set of equations. ?=1000+0.5⋅?d ID = 600 G=700 T=400 EX=0.1⋅Y IM=100+0.1⋅Y YD = Y - T Calculate the equilibrium level of output Y* a) 2857 b) 4000 c) 6274 d) 4400 Whats the government expenditure multiplier? Whats the tax multiplier? Whats the ba;anced budget multiplier?Assume that a nation's marginal propensity to consume (MPC) is 0.75. A highiy productive, cost-cutting technology is developed for the production of commercial airplanes. The total industry expenditure in this nation is $100 million for the immediate acquisition and adoption of this technology. (a) For this nation, identify and explain how much this spending on new technology will change each of the following in the first round: i. Income (GDP) L. Saving i. Consumption (b) Assuming a closed economy and no leakages, identify and explain how much this spending on new technology will change each of the following at the end of the final round: i. Income (GDP) ii. Saving li. ConsumptionGiven the following model of an Economy as follows:- (10 marks) C = 50 + 0.7 Yd (Yd = Y-T) (Consumption & Expend) I = 100 (Investment Expend) X = 20 (Exports ) M = 10 – 0.27 (Imports) T=25 interepret the consumption Function i) Determine Equilibrium level of National Income ii) Consumption level at Equilibrium level of Income iii) Total import at equilibrium Income
- a) About Country A, what is your estimate of the country's marginal propensity to consume (MPC) based on the following information on its GDP (Y) and the components thereof (in billion dollars) for two past years? Show calculation. Year 1 Year 2 c) GDP C I 11200 8000 2200 12000 8500 2400 G 800 880 The next few parts are about Country B, whose government plans to cut taxes by $24 billion as a measure to fight the current recession. The marginal propensity to consume (MPC) in Country B is known to be 34. There will be no crowding-out effect. e) NX 200 220 b) What is the initial effect (in billion dollars) of the tax cut on Country B's aggregate demand? (The "initial effect" here refers to the effect on AD after only the first round of increased spending.) What is the total effect of the tax cut on aggregate demand? Explain why it is different from the initial effect. d) How does the total effect of this $24 billion tax cut compare to the total effect of a $24 billion increase in…Assume the following model of the expenditure sector: S=C+I+G+Nx TR=100 C=420+(4/5)YD I=160 G=180 Nx=-40 YD=Y+TR-TA TA=(1/6)Y Assume you increase both government purchases (G) and taxes (TA) by the same lump sum of deltaG=deltaTA=+300. Would this be sufficent to reach the full employment level of output at Y*=2700? Why or why not?Consider an economy where the aggregate planned expenditure (AE) components are given by: Consumption (C) = 1000 + 0.8Y Investment (I) = 200 Government Expenditure (G) = 250 Exports (Ex) = 400 Imports (Im) = 200 + 0.133Y Write the AE equation (simplified). Identify the autonomous component and the induced component. Graph the AE curve. Find and identify on the graph the equilibrium expenditure. Show on your graph the effect of an increase of 60 in government expenditure and find the new equilibrium expenditure. Find the expenditure multiplier.
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