C=300+0.75Y, I=400, G=300,T=100
determine the equilibrium level of the income using expenditure and injection-leakage approach
Solution
C=300+0.75YC=300+0.75YC=300+0.75Y
I=400I=400I=400
G=300G=300G=300
T=100T=100T=100
The expenditure approach method is given by;
Y=C+I+G+(X−M)Y=C+I+G+(X-M)Y=C+I+G+(X−M)
Therefore;
Y=300+0.75(Y−100)+400+300Y=300+0.75(Y-100)+400+300Y=300+0.75(Y−100)+400+300
Y=300+0.75Y−75+400+300Y=300+0.75Y-75+400+300Y=300+0.75Y−75+400+300
Put like terms together and simplify
Y−0.75Y=300−75+400+300Y-0.75Y=300-75+400+300Y−0.75Y=300−75+400+300
0.25Y=9250.25Y=9250.25Y=925
Y=9250.25Y=\frac{925}{0.25}Y=0.25925
Y=3,700Y=3,700Y=3,700
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments