3. Given the following information, S=-200 +0.3Y 1100 a. Calculate the national income equilibrium by using the Leakage-Injection approach. b. Calculate the value of saving. c. Draw the aggregate expenditure graph.
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- Consider a 4-sector economy, the consumption spending is C = 500+0.75(Y-T), taxes are T = 10 + 0.2Y, and imports are M=0.2Y. Planned investment is Ip=300, government spending is G=250, and exports are X=10. What is the slope of the planned aggregate expenditure (PAE) line? a) 0.7 b) 0.5 c) 0.6 d) 0.3 e) 0.4Given the following information, S = -200 + 3Y I = 100 Calculate the national income equilibrium by using the Leakage-Injection Calculate the value of saving Draw the aggregate expenditure graphPlease calculate level of GDP in equilibrium, consumption and savings level if you know that: I (investment) = 300 Ca (Autonomous Consumption) = 100 MPS (Marginal Propensity to Save) = 0,1 G (Government Expenditures) = 300 T (net taxe rate) = 0,2
- Table 2 shows elements in the national income accounts of an economy. Assume the economy is currently in equilibrium. Elements £ billions Consumption (total) 80 Investment 9 Government Expenditure 6 Imports 15 Exports 8 What is the current equilibrium level of income? What is the level of injections? What is the level of withdrawals? If national income now rises by £22 billion and as a result, the consumption of domestically produced goods rises to £80 billion. Calculate the marginal propensity to consume (MPC)What is the value of the multiplier? What is the value of the multiplier? Comment on the results in part (3) and (4).The economy of HOYA has a spending mulipilier of 4. Based only on this information, we know that in HOYAO. Every one point change in R will change spending by 4O. An $80 decrease in investment will reduce GDP by $20O. A $10 increase in not exports will lead to a $40 income equilibrium GDPO. $25 increase in goverment purchase will increase equilibrium consumption by $100n the below table, C is consumption expenditure, Iis investment, G is government expenditure, and NX is the net exports. All entries are in million dollars. (SHOW THE STEPS OF CALCULATIONS) a) What is the equilibrium level of real GDP? b) What is the slope of the aggregate expenditure function? c) What is the unplanned inventory change when GDP is equal to $2200 million?
- Assume: Y= C + I + G + NX C = 400 + (0.8)YD Io = 200 G = 300 + (0.1)(Y* - Y) YD = Y - TA + TR NXo = - 40 TA = (0.25)Y TRo = 50 Assume the equation for net exports changes from NXo= - 40 to NX1 = - 40 - mY. How would this affect expenditure multiplier, if we assume that 0 < m < 1?Consumption function: C = 85 + 0,5Yd Investment function: I = 75 Government spending: G = 70 Net Taxes: T = 0,25Y Disposable income: Yd Y – T Equilibrium: Y = C + I + G You are given the following model for the economy of a country without a foreign sector: (d) Solve for equilibrium income. (Hint: Be very careful in your calculations. They are not difficult, but it is easy to make careless mistakes that produce dramatically wrong results.) (e) How much does the government collect in taxes when the economy is in equilibrium? (f) What is the government’s budget deficit or surplus?Assume taxes are zero and an economy has a consumption function of C = 0.56 (Yd) + $777.68. By how much will GDP change if net exports change by -411.26? Round your answer to two digits after the decimal.
- a) Calculate the national income equilibrium. b) Based on your answer in (a), show the aggregate expenditure graph. c) Explain what would happen to the national income equilibrium if the investment changes by RM100 million.Which components of Aggregate Expenditure change as a result of a change in real GDP? Question 3Answer a. consumption, investment, and exports b. consumption and investment c. consumption, investment, and government expenditures d. consumption and governments e. consumption and importsIn the income multiplier is equal to 4, then a $25 initial increase in government spending leads to a Question 22 options: a) $6.25 increase in natinal income b) $25 increase in national income c) $6.25 increase in real GDP d) $100 increase in national income