In the simple Keynesian model of a closed economy the equilibrium level of income is R300 billion and the Marginal Propensity to Consume is 0.75. If taxes fall by R20 billion, what is the new equilibrium level of income?
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Assume the government cuts taxes by $200 billion. If the MPC is 0.8, what is the maximum potential impact on real GDP according to the simple Keynesian model? Real GDP increases by $1,000 billion Real GDP Increases by $800 billion Real GDP decreases by 51.000 billion Real GDP decreases by 5000 buttonIn Keynesian theory, if the marginal propensity to consume is 0.90 and government spending is increased by $50 billion, then real income (GDP) will maximum of billion by a decrease: $500 decrease $50 Increase: $500 Increase: $50
Question 14 6 pts Assume the government cuts taxes by $250 billion. If the MPC is 0.8, what is the maximum potential impact on real GDP according to the simple Keynesian model? Real GDP decreases by $1,000 billion Real GDP decreases by $1.250 billion Real GDP increases by $1,000 billion Real GDP increases by $1.250 billion D Question 15 6 pts in Keynesian theory, if the marginal propensity to consume is 0.90 and government spending is increased by $40 billion,...
A)Use the Keynesian model to calculate equilibrium income values, assuming the price level is fixed. C=375 +0.75(Y-T) I=575 G=200 T=200 X = 700 M= 100 +0.15 Y Equilibrium Income (Y)= B) Analyze the effect of expansionary fiscal policy in this open economy model. Specifically, assume the government raises spending and lowers taxes to 180; calculate the new value of equilibrium income New Equilibrium Income (Y)=
Consider two closed economies that are identical except for their marginal propensity to consume (MPC). Each economy is currently in equilibrium with real income and planned expenditure equal to $100 billion, as shown by the black points on the following two graphs. Neither economy has taxes that change with income. The grey lines show the 45-degree line on each graph.The first economy's MPC is 0.5. Therefore, its initial planned expenditure line has a slope of 0.5 and passes through the...
1. Explain the effects of the following actions on equilibrium income (Assume that the marginal propensity to consume is 0.8). a. Government purchases rise by $10 billion. b. Taxes fall by $10 billion. Explain how fiscal policy can be used to close the (a) contractionary gap and (b) inflationary gap.
please answer 7,8,9,10. thank you so much!!:)) SECTION In the simple Keynesian model with an MPC equal Keynesian model with an MPC equal to 0.80, a S50 billion increase in investment spending leads to a maximum: $50 billion increase in equilibrium income. b. 580 billion increase in equilibrium income $250 billion increase in equilibrium income. d. $400 billion increase in equilibrium income S500 billion increase in equilibrium income. when $2.000 increase in income causes a $1,800 increase in consumption spending...
1. Explain the effects of the following actions on equilibrium income, assuming that the marginal propensity to consume is 0.7 a. Government purchases rise by $60 billion. b. Taxes fall by $60 billion. 2. Explain how fiscal policy can be used to close the (a) contractionary gap and (b) inflationary gap.
10.) An economy has a marginal propensity to consume and Y* , income-expenditure equilibrium GDP, equals $500 billion. Given an autonomous increase in plannėd investment of $10 billion, show the rounds of increased spending that take place by completing the accompanying table. The first and second rows are filled in for you. In the first row the increase of planned investment spending of $10 billion raises real GDP and YD by $10 billion, leading to an increase in consumer spending...
2. Algebra of the income-expenditure model Consider a small economy that is closed to trade, so that its net exports are zero. Suppose that the economy has the following consumption function, where C is consumption, Y is income (real GDP), IP is planned investment, G is government purchases, and T is taxes: C = $45 billion+0.75×(Y – T) Suppose G=$60 billion, IP=$60 billion, and T=$20 billion. Given the consumption function and the fact that, in a closed economy, planned expenditure...
The federal government decides to stimulate the economy and increases government expenditure on new infrastructure projects by 90 billion. The marginal propensity to consume is MPC = 0.3 and the marginal propensity to import is MPI = 0.08. Suppose the crowding-out effect is twice the amount of government spending, what is the change in output caused by the stimulus package of 90 billion in a closed economy?