Consider the Keynesian Consumption function: C = Co+ C1"(Y-T). Suppose that bad news about the economy causes a deterioration in consumer expectations. This could be represented by a change in which variable in the consumption function above? OY OT
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- 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. 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 sameConsider 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 lthere is an increse in both labor productivity and the marginal propensity to consume while autonomus expenditures remain unchanged, what will happen to the level of employment? a. can't say for sure b. decreses c. stays the same d. increasessuppose a Keynesian macroeconomic model is characterized with the following equations: Y = C + I + G Goods markets C = C = 320 + 0.8YdYd = Y − TI = 40 − 40rG = 80T = 50 Money marketsMoney demand:(M/P)d = 500 + 0.8 − rMoney supply: MSP = 800Derive IS and LM equations and derive equilibrium income level and interest rate.
- 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?look at the keynesian consumption function:c=c0+(mpc)(yd).which part of it relates to autonomous consumption?which part of it relates to included consumption?define autonomous consumption and induced consumptionConsider 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. If we extend the model to that investment is an inverse function of the rate of interest, what will happen to the employment if interest rates are cut? a. Indeterminate b. Neither c. Higher employment d. Lower employement.
- Consider a closed economy to which the Keynesian-cross analysis applies. Consumption is given by the equation C = 200 + 2/3(Y – T). Planned investment is 300, as are government spending and taxes. What happens to unplanned inventory investment? Should equilibrium Y be higher or lower than 1,500?State the main properties of keynesian consumption function i need three properties.Imagine there is a consumption smoother (also known as a PIH consumer) who expects to live for another 40 years and to work for another 30 years. They just learned that they will receive a one-time bonus from their job $800. how much extra do they consume this year? what is their marginal propensity to consume?
- 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.Use the Keynesian cross Diagram to depict the following:1- An increase in Government purchases [3]2- An Increase in taxes. [3]3- Automatic adjustment towards equilibrium when AE>PE. [4]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 assumption does this model make about production? a. Higher spending leads to higher inflation b. Higher saving is required to raise output c. Production always adjusts to match expenditure d. Higher investment raises its productivity