#Please rate positively...thank you.
Suppose consumption is given by: C=100+0.5(Y-T), planned investment is 200, government spending is 100, and the...
Consider an economy in which taxes, planned investment, government spending on goods and services, and net exports are autonomous, but consumption and planned investment change as the interest rate changes. You are given the following information concerning autonomous consumption, the marginal propensity to consume, planned investment, government purchases of goods and services, and net exports: Ca = 1,500 – 10r; c = 0.6; Ta = 1,800; Ip = 2,400 – 50r; G = 2,000; NX = -200 (a)Derive Ep and...
Consumption spending in a country is represented by C = 1800+ 0.8(Y-T ). Planned investment is 900, government purchases G = 0, net exports NX = 100 and T = 0.2Y. Write down planned aggregate spending of the economy as a function of Y. Zero points if you do not show your work. (3) An important trading partner of the country goes through a major recession, decreasing the country’s net exports by $500. Use the Keynesian AE model to analyze...
5. Let C=120+0.6Yd, I=140, G=200, T=100. (a) What are government spending multiplier, tax multiplier, and balanced-budget multiplier? 0) What are be supue com (b) What are the output, consumption, saving, and budget deficit at the equilibrium? pusa aning and budget details equivat (c) What are the output, consumption, and saving if the government changes the budget deficit to zero by a change in G. G decreases 100 (d) What are the output, consumption, and saving if the government changes the...
Consumption spending in a country is represented by C = 1800+ 0.8(Y-T). Planned investment is 900, government purchases G = 0, net exports NX = 100 and T = 0.2Y. 1. Write down planned aggregate spending of the economy as a function of Y. Zero points if you do not show your work. (3) 2. An important trading partner of the country goes through a major recession, decreasing the country's net exports by $500. Ure the Keynesian AE model to...
In the Keynesian cross, assume that the consumption function is given by C=200+0.75(Y-T) Planned investment is 100; government purchases and taxes are both 100. a) Graph planned expenditure as a function of income. b) What is the equilibrium level of income? c) If government purchases increase to 125, what is the new equilibrium income? d) What level of government purchases is needed to achieve an income of 1,600?
Please properly answer the questions listed below. Also, please (TYPE) everything out. 3- Suppose that the government is running a balanced budget and the value of purchases made by the government is 200. The consumption function is C = 200 + 0.6 Yd and planned investment is 100. b) If the level of aggregate output is 1250, calculate: - Disposal income - Aggregate consumption - Aggregate Saving - Planned aggregate expenditure - Unplanned inventory change Y = C + S...
If the consumption function is C= 100+ 0.95Y and planned investment spending is 200, what will be the equilibrium level of output? Ye=$ (Enter your response as an integer.)
Consumption: ?? = 4 + 0.5(? − ?) Investment: ?? = 4 + 0.2? Government expenditure: ? = 30 Tax revenue: T = 0.2? Exports: ? = 7 Imports: ? = 0.02 ? where Cd is consumption on domestically produced goods (remember: total consumption, C=Cd +M), Y is domestic output, G is government expenditure, M is imports, IP is planned investment spending, X is exports, and T is tax revenue. (i) Derive the equation for planned aggregate expenditure (PAE) on...
If the consumption function is C = 100+ 0.90 Y and planned investment spending is 400, what will be the equilibrium level of output? Y.-$ (Enter your response as an integer.)
An economy is initially at full employment, but a decrease in planned investment spending (a component of autonomous expenditure) pushes the economy into recession. Assume that the marginal propensity to consume (mpc) of this economy is 0.75 and that the multiplier is 4 a. How large is the recessionary gap after the fall in planned investment? The recessionary gap is times the size of the fall in planned investment. b. By how much would the government have to change its...