Ye=C+I+GYe=C+I+GYe=C+I+G
C=Ca+MRC×YdC=Ca+MRC\times YdC=Ca+MRC×Yd
Yd=Ye−T+TRYd=Ye-T+TRYd=Ye−T+TR
T=Ta+t×YeT=Ta+t\times YeT=Ta+t×Ye
substitute these designations into the equation
T=α+β×YeT=α+β\times YeT=α+β×Ye
Yd=Ye−T+TR=Ye−(α+β×Ye)Yd=Ye-T+TR=Ye-(α+β\times Ye)Yd=Ye−T+TR=Ye−(α+β×Ye)
C=Ca+MRC×Yd=γ+δ((Ye−(α+β×Ye))C=Ca+MRC\times Yd=γ+δ((Ye-(α+β\times Ye))C=Ca+MRC×Yd=γ+δ((Ye−(α+β×Ye))
Ye=C+I+G=γ+δ((Ye−(α+β×Ye))+I0+G0Ye=C+I+G=γ+δ((Ye-(α+β\times Ye))+I0 +G0Ye=C+I+G=γ+δ((Ye−(α+β×Ye))+I0+G0
Ye=γ+δ((Ye−(α+β×Ye))+I0+G0Ye=γ+δ((Ye-(α+β\times Ye))+I0 +G0Ye=γ+δ((Ye−(α+β×Ye))+I0+G0
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Nice work
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Nice work