Suppose the multiplier model is
C = C0 + cYD
I = I0
G = G0
YD = Y + TR - tY
TR = TR0
Y = C + I + G
where C0 is autonomous consumption,c is the marginal propensity to expend,Y is income,C is consumption,YD is disposable income,I is investment,G is government expenditures,TR is transfer payments,and t is the income tax rate.Furthermore,C0,I0,G0 and TR0 are positive numbers and 0 < c < 1.In this version of the multiplier model,consumption spending is a function of disposable income (YD).Disposable income is defined as national income (Y)plus transfer payments (TR)and minus tax payments (tY).The tax rate is a constant,t,such that 0 < t < 1.Transfer payments are items like social security,Medicare,and welfare payments,and people who receive these payments can spend them like earned income.
(a)Derive the formula for equilibrium national income.
(b)Derive the multiplier for an increase in transfer payments from TR0 to TR1.
Correct Answer:
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Y = C0 + cYd + I0 + G0
Y ...
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