3. Use the circular flow of income to answer the following question. Assume a consumption function of the form, C=a+b(Y-T). If the marginal propensity to consume is 9 and the government increases taxes by $200, a. Explain (precisely) what happens to the following variables. a) Public Saving b)Private Saving c) National Saving
Given that,
C = a + b (Y - T)
MPC = 0.9
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a) Public Saving is defined as T - G
where T = Tax Revenue, and G = Government Expenditure
For a rise in taxes by 200, Public Saving will also rise by 200 (if G is unchanged)
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b) The rise in taxes decreases disposable income (Y - T) by 200.
MPC is 0.9, thus Consumption falls by 0.9 x 200 = 180
Disposable income could have either been saved or consumed.
Thus, if C falls by 180, Private Saving will fall by 20.
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c) National Saving = Public Saving + Private Saving
= 200 - 20
= 180
Thus, National Saving will rise by 180
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