1. Suppose that the economy can be described by the following equations: C = 400 + (8/9)*DI I= 300 G= 800 T= (1/2)*Y (X – M) = 0. a. If national income (Y) increased by $1, by how much would consumption increase? What is the name of this concept? b. Find the equilibrium level of output. c. The budget for this fiscal year increases government spending by $50. i) Sketch the effect of the increase in government spending. ii) Calculate the new equilibrium level of income. iii) Calculate the change in income and compare to the increase in government spending
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- Macroeconomics Question No.2 Suppose the consumption function is given by C = 100 + 0.8YD and that I = 50, while G=200, TR=62.5 and t=0.25. What is the equilibrium level of income? What is the level of saving in equilibrium? If investment were to rise to 150, what would be the effect be on equilibrium income. What is the value of multiplier in part a. and c. Draw a diagram indicating the equilibrium in part a. and c.1. If the consumption function in an economy as follows C = 50 + 0.75Y and the following variables fixed at investment = 250 MD Government expenditure = 200MJD, Net exports = 200MJD, so the equilibrium income is equalTable 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).
- Linear equations for the consumption and saving schedules take the general form C = a + bY and S = -a + (1 - b)Y, where C, S, and Y are consumption, saving, and national income, respectively. The constant a represents the vertical intercept, and b represents the slope of the consumption schedule.a. Use the following data to substitute numerical values for a and b in the consumption and saving equations. b. What is the economic meaning of b? Of (1 - b)? c. Suppose that the amount of saving that occurs at each level of national income falls by $20 but that the values of b and (1 - b) remain unchanged. Restate the saving and consumption equations for the new numerical values, and cite a factor that might have caused the change.3. An economy shows the following features Consumption, C = 50 + 0.9Yd Tax Revenue, T = 100 Investment, I = 150 – 5i Government Expenditure, G = 100 Money demand, L = 0.2Y – 10i Money Supply, M = 100 Exports, X = 20 Imports, M = 10 + 0.1Y N/B Yd is the disposable income Required, (a) Obtain the IS and LM equations of the economy (b) Find the equilibrium income andConsumption function for a country; Let C = 100 + 0.75Y. Planned investments 1 = 200. In this case a) Find the equilibrium national income. b) Find the multiplier coefficient and interpret the meaning it expresses. c) Find the equilibrium consumption amount. d) Find the equilibrium saving amount. e) How much does the equilibrium national income change if i = 100? f) If C = 0.85, how would the equilibrium national income change? Explain. g) If C = 0.85, how would the equilibrium saving amount change? Explain
- The graph models an economy in equilibrium with a real GDP of $180 billion. Suppose that consumers' expectations about future incomes change, causing unplanned inventory investment to increase by $30 billion. Shift the planned aggregate expenditure (AE) line to show the effect of this change. *Image* 1) This change will cause the equilibrium level of real GDP to a) decrease. b) remain unchanged. c) increase. 2) By how much will GDP change once the new equilibrium is reached? If GDP will decrease, be sure to include a negative sign. GDP change: $ ________ billionTable 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 C) 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). D) What is the value of the multiplier? E) Comment on the results in part (c) and (d).Given 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
- In an economy, autonomous consumption expenditure is $50 billion, investment is $200 billion, and government expenditure is $250 billion. Exports are $500 billion and imports are $450 billion. Assume that net taxes and imports are autonomous and price level is fixed. a)What is the consumotion function? b)What is the equation of the aggregate expenditure curve? c)Calculate equilibrium expenditure. d)Calculate the multiplier. e)If investment decreases to $150 billion, what is the change in equilibrium expenditure ?Find the equilibrium level of GDP (income or V) demanded in an economy in which investment (1) is always $300, net exports (X-IM) are always - 550, government expenditures (G) and taxes (T) are each equal to $400, and the consumption function is described by the following algebraic equation: C = 150 + 0.75Dl DI is disposable income. How much saving (5) is there at the equilibrium level of income. Hint: (1) Dl = Y (national income or GDP) minus taxes (Y-T) (2) Income (Y) not consumed (C) must be saved (S). This means that S = Y-C. (3) to answer this you have to set Y=AE or Y=C+1+G (X-IM), and solve for Y. Then you have to solve for S.1. Given the following table. Income (RM million) Consumption (RM million) 0 100 100 150 200 200 300 250 400 300 500 350 How much is the autonomous consumption in the economy? How much investment should be increased to achieve an income of RM400 million? Calculate the MPS. Derive the consumption function. 2. Given the following information, C = 500 + 0.7Yd T = 0.2Y I = 400 G = 100 Calculate the national income equilibrium. Based on your answer in (a), draw the aggregate expenditure graph. Suppose that investment changes by 300, what would happen to the national income equilibrium? Suppose that tax (T) changes, and the new T is T = 0.2 Y + 50, calculate the new national income equilibrium. 3. Given the following information, S = -200 + 0.3Y I = 100 Calculate the national income equilibrium by using the Leakage-Injection approach. Calculate the value of saving. Draw the aggregate expenditure graph.