Y= c+I+g
C= 900+0.5(y-t)
I= 750-30r
T=800
G=1200
Md=Ms
Ms= 1500
Mt=0.7y
MSP=-80r
Derive ( Md/P) the demand for real money balances equation
Solution
Y=C+I+G+X−MY = C + I + G + X - MY=C+I+G+X−M
Y=900+0.5(Y−T)+750−30r+1200Y=900+0.5(Y-T)+750-30r+1200Y=900+0.5(Y−T)+750−30r+1200
Y=900+0.5Y−0.5T+750−30r+1200Y=900+0.5Y-0.5T+750-30r+1200Y=900+0.5Y−0.5T+750−30r+1200
0.5Y=2850−30r0.5Y=2850-30r0.5Y=2850−30r
Y=2850−30r0.5Y=\frac{2850-30r}{0.5}Y=0.52850−30r
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