Consider the following Keynesian macroeconomic model Y = C +1+G C = 200 + 0.8Y = 1000 – 2000R - where Y is national income, C is (planned) consumption expenditure, I is investment expenditure, G is government expenditure and R is the interest rate. Use Cramer's Rule to solve for Y*, and evaluate the effect of a USD 50 billion decrease in government spending on national income.
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- 1. In the Keynesian model, suppose that the economy has the following values : C = 100 + 0.75*Y G = 300 I = 200 NX = 0 (remember Y = GDP = C + I + G + NX) a) Solve for the level of equilibrium output in this economy. b) What is the MPC in this economy? What is the multiplier on government spending? (I want a specific number here, not a definition) c) Household savings is defined as income minus consumption (S = Y – C). What is the level of household savings in this economy? d) Suppose that households become nervous about the future of the economy and decide that they will consume less and save more money, so their new consumption function becomes C = 100 + 0.6*Y Solve for the new equilibrium level of output and calculate how much households end up saving. How has it changed from the level of savings in part c? e) How much does the government needs to increase its spending by to counteract the fall in economic output in this model?QUESTION 5Imagine the following simple Keynesian macroeconomic model for a closed economy.TD = C + Ip + G (total demand)C = C0 + YD (aggregate household consumption)YD = Y − T (aggregate household disposable income)Ip = I0 + aY − bR (aggregate planned investment)Y = TD (output, equilibrium condition)BB = T – G (government budget balance)With:G government consumption, T taxes, R real interest rate (exogenous variables)C0) and I0 autonomous consumption and investment0 < a, c, a+c < 1, b > 0 constant parametersDerive the equation for output and answer the following question. If the government in this model simultaneously increases its consumption G and its taxes T by the same amount, then: total demand decreases, and equilibrium output declines. total demand decreases, and equilibrium output declines, but only if C > G. total demand increases, and equilibrium output rises. The rise of output is stronger the higher the households’ marginal propensity to consume. total demand…Assume that the economy, as represented by the simple Keynesian model, is in equilibrium with income equal to $6 million and consumption spending equal to $5 million. Which of these is correct? O Investment is $1 million. There is no saving in this economy. The economy will go into disequilibrium because consumption is not equal to income. The information provided is insufficient to determine the level of investment spending.
- It is found that the consumption function for the economy is C = 50 + 0.8 Y d . Current level of output is 8800 and the potential GDP is 9000. Assuming the Keynesian view of the short run, answer the following questions. Illustrate this economy using a carefully labeled diagram. What is a larger concern for this economy: unemployment or inflation? If the economic policy makers want to bring the level of output to the potential GDP by changing the government expenditures (G), how much do they need to change G? Be sure to indicate whether the change is an increase or decrease. True or False and explain: If the policy in part c was successful, the unemployment rate will be zero.1.Draw the graph of the Keynesian cross model as a comparison of planned and realized expenditures. What is the intercept of the planned expenditure line? What is its slope? If government expenditures would be a positive function of output, how would the Keynesian cross change?(Building IS–LM Model) 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?
- In the Keynesian cross model, assume that the consumption function is given by C = 20 + 0.8(Y- T). Planned investment is 200; government purchases and taxes are both 400. There is no foreign trade. An economist has claimed that the full employment level of output is 2,400. How much should the government expenditure or taxes rise or fall to achieve full employment?Consider a keynesian macromodel Y=(C0+G+I) / (1-c) where C0 is autonomus consumption, G is government consumption expenditure, I is investment expenditure, c is the marginal propensity to consume. Assume constant marginal productivity of labor. What will be the result of an increasing government consumption expenditure in this module, if not other paramiters are changed? a. Lower investment. b. Higher employment. c. Higher inflation. d. Lower employement.n the Keynesian cross model, assume that the consumption function is given by C = 110 + 0.75(Y - T). Planned investment is 300; government purchases is 350. Assume a balanced budget. a. Graph planned expenditure as a function of income.b. What is the equilibrium level of income?c. If government purchases increase to 400, what is the new equilibrium income? What is the multiplier for government purchases? Solve D and Ed. What level of government purchases is needed to achieve an income of 2,200? (Taxes remain unchanged.)e. What level of taxes is needed to achieve an income of 2,200? (Government purchases remain at 350.)
- Hello . Can you please assist with the following queston below Q.1 State the three possible relationships between production, income andspending in macroeconomic theory. Q.2 Explain the relationship between consumption and saving in the Keynesian model.b. From the Intertemporal Choice Model, many theories (non-Keynesian theories ofConsumption) came into being. Using graphical and mathematical expressions, compareand contrast the following theories on consumption behaviours:i. Franco Modigliani: Life-Cycle Hypothesisii. Milton Friedman: Permanent-Income Hypothesisiii. Robert Hall: Random Walk HypothesisConsider a keynesian macromodel Y=(C0+G+I) / (1-c) where C0 is autonomus consumption, G is government consumption expenditure, I is investment expenditure, c is the marginal propensity to consume. In this model, if labor productivity increases while autonomus expenditures and the marginal propensity to consume remain unchanged, what will happen to the level of employment? a. increseas b. can't say for sure c. decreases d. stays the same