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- Consider an economy called Xanadu for which desired aggregate consumptiondepends on income, Y. and the real interest rate, r, according toCd =100+0.7Y - 200r.Xanadu's GDP is Y = 1000 and government spending on goods and services is G=180. Xanadu's desired future capital stock is given byK* = 140 - 100ucwhere luCdenotes the user-cost of capital. The price of capital is PK =2, thephysical depreciation rate is d =0.1 and the existing capital stock is K0= 50. Trapital stock between any period t and the following period t+1 evolves accordng toKt+1 = It+(1-d)Kt where It the level of investment. Assume throughout that net factor payments from abroad (NFP) is equal to zero.Suppose instead that Xanadu is a small open economy facing a world interest rate of 1%. It follows that Xanadu's current account position is equal toA) -16B) -51C) -6D) -8Consider an economy described by the following data:C = $3.25 trillionI = $1.3 trillionG = $3.5 trillionT = $3.0 trillionNX = - $1.0 trillionf = 1mpc = 0.75d = 0.3x = 0.1a. Derive simplified expressions for the consumptionfunction, the investment function, and the net exportfunction.b. Derive an expression for the IS curve.c. If the real interest rate is r = 2, what is equilibriumoutput? If r = 5, what is equilibrium output?d. Draw a graph of the IS curve showing the answersfrom part (c) above.e. If government purchases increase to $4.2 trillion,what will happen to equilibrium output at r = 2?What will happen to equilibrium output at r = 5?Show the effect of the increase in government purchases in your graph from part (d).A country’s GDP is defined by the following equation: GDP = Consumer Spending + Investmentspending. The economy of this country is closed and there’s no government. Investment spendingis defined by the following equation: Investment Spending = Investment (planned) + Investment(unplanned). Investment (planned) is fixed at 350. Consumer spending is defined by thefollowing equation: Consumer spending = 200 + 0.55 (GDP). And for this country, PlannedExpenditure = Consumer Spending + Investment Planned. Based on this information, attempt thefollowing questions:a. “Investment (unplanned) will be negative if GDP is 900” – showing work, test theauthenticity of this statement. b. How do you think GDP (and production) will change if the income of this country is 1500?Explain by deriving Investment (unplanned) for an income of 1500. c. Derive the GDP for which Planned Expenditure = GDP. d. Supposed Investment (planned) was increased to 450. How will income-expenditureequilibrium change. e. Relate…
- Assume that a national restaurant chain called BBQ builds 20 new restaurants at a cost of $1 million per restaurant. It outfits each restaurant with an additional $400,000 of equipment and furnishings. To help partially defray the cost of this expansion, BBQ issues and sells 400,000 shares of stock at $40 per share. a. What is the amount of economic investment that has resulted from BBQ’s actions? $_________ million b. How much purely financial investment took place? $__________ millionDefine the term Projected annual net savings?Suppose you are given the following data for a particular economy (unit: Millions of Euros):Gross National Income mp (GNImp) =1650Investment (I) = 220(Iliq) Net investment = 210Private consumption(C) =1100Net External Income (NEI) = 0Net Indirect Taxes (NIT) = 231Public Spending (G) = 363 Calculate: a) Balance of Goods and Services or Net Exports (NX) and Amortizations/Depreciations (A). b) Net National Product at Base Prices (NNPbp) and Net Domestic Product at Base Prices (NDPbp)
- (a) Assume that Gross Domestic Product (GDP)/Total output (Y) is 6,000. Consumption (C) is given by the equation C = 600 + 0.6(Y – T) where T is the tax. Investment (I) is given by the equation I = 2,000 – 100r, where r is the real rate of interest, in percent. Taxes (T) are 500, and government spending (G) is also 500. What are the equilibrium values of C, I, and r?Write out the equation for desired national savings. What changesto desired national saving and desired national consumption happen whengovernment spending increases, funded by an increase in taxes? Why doesconsumption change by less than G?Suppose a closed economy has an aggregate consumption function given by C = 300 + 0.75Yd and generates $2200 output and income in equilibrium. Suppose also that the government collects a lump-sum tax of 300. How much will the private sector be saving total in equilibrium? (round your answer to the nearest whole value)
- Assume that GDP (Y ) is 5,000 in a closed economy. Consumption (C) is given by the equationC = 1,200 + 0.6(Y −T)−100r, where r is the real interest rate, in percent. Investment (I) is givenby the equation I = 2,000 − 200r. Taxes (T) are 1,000, and government spending (G) is 1,500.(a) What are the equilibrium values of C, I, and r? (b) What are the values of private saving, public saving, and national saving? (c) For the given consumption function, what does the relationship between consumption and theinterest rate imply about the saving schedule?There is recently an increase in private saving in Canada. Assume this occured by a drop in autonomous consumption. What happens to a. investment? up, down, stay the same b. national savings? up, down, stay the same c. public savings? up, down, stay the sameProblem 1 Given the following for a closed economy I=3400 planned investment G=4000 Government spending C=3,800 +0.8 Yd consumption function T=1000 taxes Refer to problem 1. The AE function is equal to A)AE=10400+0.8Y B)AE=11200+0.8Y C)AE=7800+0.8Y D)A and B are correct Refer to problem 1. What is the equillibrium level of income? A) Y=$19000 B)Y=$56000 C) Y=52,000 D)Y=25,000 Refer to problem 1. At equillibrium Saving is equal to A)$6040 B)$7200 C)$6400 D)$7650 Refer to problem 1.If autonomous consumption decreases by $1000.the new equillibrium level of income will be equal to A)$5000 B)-5000 C)$47000 D)$37000 Refer to problem 1. If potential GDP is 20000 by how much should government expenditure change to reach full employment $-6400 $40000 $100,000 $-32,000