Given C=250+.75YD
I=250
G=200
T=200
(a) We know, Y=C+I+G
Y=250+.75(Y-200)+250+200
Y=700-150+.75Y
.25Y=550
Y=(550/.25)=55000/25=2200 (Equilibrium level of output)
C=250+.75(Y-200)
C=250+.75(2200-200)
C=250+.75*2000=250+1500=1750 (Equilibrium level of consumption)
(b) Suppose G=220
Now, Y=C+I+G
Y=250+.75(Y-200)+250+220
Y=720-150+.75Y
Y=(570/.25)=2280 (New equilibrium level of output)
(c) New T=240
Y=C+I+G
Y=250+.75(Y-240)+250+200
Y=700-180+.75Y
Y=(520/.25)=2080 (New equilibrium level of output)
(d) New G=T=240
Y=C+I+G
Y=250+.75(Y-240)+250+240
Y=740-180+.75Y
Y=(560/.25)=2240
(e) In case of (d) where G=T=240 the balanced budget gives a higher output at 2240 compared to the previous output at 2080 with only rise in T.
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