Consider the following model. Expenditure is given by: E=C+I+G. The consumption function is specified as: C = c0 +cY. We assume a closed macroeconomics system so that: Y=E. If the model parameters are configured such that I= 500, G=2000, c0-1000 and c=0.8, what will the level of consumption expenditure, C, be equal to? a. 4,375 b. 15,000 c. 14,000 Cd. 14,500
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- n an effort to make sales projections, M/s K, B and A, the three B-school executives of Vengaboys Inc., were discussing about the national income and its growth in Ibiza. K had estimated a linear consumption function for Ibiza to be C = 100 + 0.6 Y, and investment to be I = 100 per ear. In Ibiza, there was no income tax and government spending was minimal (assume 0). Ibiza was a closed economy, and hence no exports and imports. (i)K immediately knew what the investment Multiplier was. Can you find out? (ii)What is the level of income in Ibiza? (iii)K estimated that with Government spending 100 on a new road to be constructed, the income levels are sure to go up. K quickly calculated the change in income and the new income level to be:QUESTION 1An individual lives for two periods and decides how much to consume in each period.- In the first period his consumption equals C1 and his income Y1 = 200- In the second period his consumption equals C2 and his income Y2 = 100He can save or borrow money in the first period to finance his consumption in the second period.The interest rate he gets in case he saves or has to pay in case he borrows money equals 7%.Determine the budget constraint of this individual. C2 = −0.935·C1 +314C2 =−1.07·C1 +314C2 =−0.8·C1 +314C2 =−1.08·C1 +314 QUESTION 2The total production of a good y is determined by the production function y = 3L2/3K1/3, where L is labour input and K capital input.The reward (factor prices) for labour and capital are, l = 27 en r = 2, respectively.The producer needs to produce 9000 units of good y.How much units of labour will he hire if he wants to miminize his total costs? 1587,4839,953000515,23 QUESTION 3A good is traded on a perfectly competitive…Consider the model in chapter 3. Suppose the consumption equation is represented by the following function: C=250 +0.5YD. I-50, G-T-100. Given the above information,, we know that equilibrium consumption is O O O 600 450 800 550 650
- (1)The following macroeconomic model describes the economy of Sunderland. 1. Y= C +I + G + NX 2. C = 220 + 0.63 Y 3. 1 = 1000- 2000R 4. G = Go 5. NX = 525-0.10Y-50OR 6. M (0.1583Y-1000R)P (a)ls it a fair characterization to refer to equation #2 as a "simple" consumption function? Explain. (b)Derive the expression for equilibrium real output, Y, for this economy. Note: In your final expression for Y, restrict coefficient values to three decimal points. (c) Suppose government spending is 1200 , money supply by the Central Bank is 900 and the price level is 1, find the value of GDP (Y) and equilibrium interest rate (R) for Sunderland. Income Identity Consumption function Investment function Government Expenditure Net export function Money market equilibrium (2)The questions in this section are related to the macroeconomic model of Sunderland. (a)The expression you are asked to derive in question #1b can be considered an aggregate demand curve. Do you agree? Explain your answer. (b)Sketch…Question: How can there be "Autonomous Spending" even when a person has zero income? O a) All of the above are correct. b) People need to consume at least a minimum to stay alive. UO People need a certain level of consumption even if they do not have income. O d) People spend money from their savings, borrowing or from unemployment or pension pay.Which of the following is correct as an interpretation of the Keynesian consumption function? None of the others is correct O The Keynesian consumption function implies that your consumption depends on your overall wealth, rather than your current income. The Keynesian consumption function states that as income increases consumption increases more than proportionately. O The Keynesian consumption function is consistent with the observation that consumption can increase even if disposable income remains the same. O The Keynesian consumption function predicts that if your current income is less than your expected future income, you should borrow today to finance your current consumption needs.
- 3:35 PM O ll al a 59 % f H.W2.pdf Sx. The mantaly conumpthie Values for rice are Use below:- July Sept. Oct. Nov. June Aug. 28.65 7.85 13.45 21.60 24.30 14.70 Cm Cm Cm Cm Cm Determin the seasonal The consumptive use, The average montaly Consumptive use and average dzily comsumptive use, the beak monthly consumptive use.Suppose you have the following disposable income and consumption data for a country, as shown in the table below Disposable income and Consumption BENp e e (dllar 13,000 227,000 3,400 E4,300 1,000 AUsing the information in the table, graph the consumption schedule for this country Instructions Use the tool provided C' to plot the consumption line polnt by point points total. Use the tool Equnibrium to indicate where consumption equals disposable income. Consumption Schedule Conumption (dollarn) 21.000 lave 27000 26000 25000 24.000 23,000 22,000 21000 20,000 20,000 22000 26.000 24.000 28,000 Disposable income (dollars) &What is the stope of the consumpton schedule? Instructions Round your answer to 1 decimal place8. Consider the OLG model with capital. Each individual is endowed with y units of the consumption good when young and with nothing when old. Let N be the number of individuals in each generation. Suppose there is one asset available in the economy - capital. A unit of capital can be created from a unit of the consumption good in any period t and capital can be created in any amount. One period after it is created, a unit of capital produces X units of the consumption good and then disintegrates. Assume that each initial old can produce Xko units of the consumption good in the first period. Now suppose that an individual's preference is given by U (C₁, C2) = (C₁) 1 (C₂) ¹. We focus on stationary allocations. (a) Write down the budget constraints faced by an individual when young and old. Combine the budget constraints to find the lifetime budget constraint for an individual ) (b) Solve for the optimal allocation of (c, c) for all future generations. What is the optimal k* ? Now suppose…
- Assume that an economy is based on three industrial sectors: agriculture (A), building (B), and energy (E). The technology matrix M is: A BE uarruarruarr (4 [0.6 0.2 0.1 0.4 0.1 0.1 0.4] 0.1 0.1 B 0.1 M How much input from A, B, and E are required to produce a dollar's worth of output for B? How much input from A is required to produce a dollar's worth of output for B? How much input from B is required to produce a dollar's worth of output for B? How much input from E is required to produce a dollar's worth of output for B ? Assume that an economy is based on three industrial sectors: agriculture (A), building (B), and energy (E). The technology matrix M is: A BE ↑ ↑ ↑ A-> 0.6 0.2 0.1 B-> =M 0.1 0.4 0.1 E-> 0.1 0.1 0.4 How much input from A, B, and E are required to produce a dollar's worth of output for B? How much input from A is required to produce a dollar's worth of output for B? How much input from B is required to produce a dollar's worth of output for B? How much input from E…Preciously how the mpc and apc differ ? Annd howAssume in a simple economy that thc level of saving is -500 when aggregate ourput equals zero and that the margina! propensity to save is 0.2. Derive the saving function and the consumption function, and draw a graph showing these func- tions. At what level of aggregate ouiput does the consumption curve cruss the 45° line? Explain your answer and show this un the graph.