Aggregate Variables Value (in billions of dollars) in the base year Consumption spending $900 Investment spending $400 Government spending $200 Transfer payments $60 The marginal propensity to save is equal to 0.4 and there are no exports or imports, (a) Calculate the real GDP in this country, Show your work (b) Calculate the marginal propensity to consume Show your work. (c) Suppose that the government increases spending from $200 billion to $300 billion (i) Calculate the maximum change in real GDP. Show your work (ii) Given the change in real GDP in part (c)(i), calculate the maximum level of the new equilibrium real GDP. Show your work (d) Suppose that taxes decrease by $100 billion. Will the maximum change in real GDP be larger than, smaller than, or equal to the change in part (c)(i)? Explain.

Aggregate Variables Value (in billions of dollars) in the base year Consumption spending $900 Investment spending $400 Government spending $200 Transfer payments $60 The marginal propensity to save is equal to 0.4 and there are no exports or imports, (a) Calculate the real GDP in this country, Show your work (b) Calculate the marginal propensity to consume Show your work. (c) Suppose that the government increases spending from $200 billion to $300 billion (i) Calculate the maximum change in real GDP. Show your work (ii) Given the change in real GDP in part (c)(i), calculate the maximum level of the new equilibrium real GDP. Show your work (d) Suppose that taxes decrease by $100 billion. Will the maximum change in real GDP be larger than, smaller than, or equal to the change in part (c)(i)? Explain.

ECON MACRO

5th Edition

ISBN:9781337000529

Author:William A. McEachern

Publisher:William A. McEachern

Chapter9: Aggregate Demand

Section: Chapter Questions

Problem 3.7P

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The nation's disposable income increases by 400 billion in as a result consumer spending increases by 220 billion therefore the MPC equals what

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Aggregate Variables	Value (in billions of dollars) in the base year
Consumption spending	$900
Investment spending	$400
Government spending	$200
Transfer payments	$60