(i) Godley/ Lavoie Table 3.4 Period 2:
G = 20
Y = G/[1-α1{1-θ}] = (20)/[1-0.6{0.8}] = 38.5
T = θ.Y = (0.2)(38.5) = 7.7
YD = Y – T = 30.8
C = α1(YD) + α2(H -1) = 0.6(30.8) + 0.4(0) = 18.5
∆Hs = G – T = 12.3
∆Hh = YD – C = 12.3
H = ∆H + H -1 = 12.3
(ii) Period 3:
G = 20
Y = (G + α2.H -1) /[1-α1{1-θ}] = (20 + 0.4*12.3)/[1-0.6{0.8}] = 47.9
T = θ.Y = (0.2)(47.9) = 9.6
YD = Y – T = 38.3
C = α1(YD) + α2(H -1) = 0.6(38.3) + 0.4(12.3) = 27.9
∆Hs = G – T = 10.4
∆Hh = YD – C = 10.4
H = ∆H + H -1 = 10.4 + 12.3 = 22.7
(iii) Tax Rate now set at 30% Period 2:
G = 20
Y = G/[1-α1{1-θ}] = (20)/[1-0.6{0.7}] = 34.5
T = θ.Y = (0.3)(34.5) = 10.35
YD = Y – T = 24.15
C = α1(YD) + α2(H -1) = 0.6(24.15) + 0.4(0) = 14.5
∆Hs = G – T = 9.65
∆Hh = YD – C = 9.65
H = ∆H + H -1 = 9.65
(iv) Tax Rate now set at 30% Period 3:
G = 20
Y = (G + α2.H -1) /[1-α1{1-θ}] = (20 + 0.4*9.65)/[1-0.6{0.7}] = 41.13
T = θ.Y = (0.3)(41.13) = 12.34
YD = Y – T = 28.79
C = α1(YD) + α2(H -1) = 0.6(28.79) + 0.4(9.65) = 21.13
∆Hs = G – T = 7.66
∆Hh = YD – C = 7.66
H = ∆H + H -1 = 9.65 + 7.66 = 17.31
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