A) IS Equation;Y=C+I+G=60+0.8(Y-200)+120-5r+200=380-160+0.8y-5r=220+0.8y-5r
Y=1100-25r{ Is Equation}
LM Equation;y-25r=M/p=3000/3=1000
Y-1000=25r
r=0.04Y-40{ LM equation}
Equilibrium,
Y=1100-25(0.04y-40)=1100-y+1000
2y=2100
Y*=1050
r*=0.04*1050-40=2
B)NEw taxes=200*0.75=150
New IS Equation;Y=60+0.8(y-150)+120-5r+200=380-120+0.8y-5r=260+0.8y+5r
Y=1300-25r { New IS Equation after tax cut}
Initial LM Equation;r=0.04y-40
Equilibrium,
r=0.04(1300-25r)-40=52-r-40
2r=12
New equilibrium r=6
New EQUILIBRIUM Y=1300-25*6=1300-150=1150
Tax multiplier=∆Y/∆T=100/50=2
C) Initial Equilibrium r=2
So fed will keep interest rate at 2.
New EQUILIBRIUM r=2
New IS equation;Y=1300-25r
New EQUILIBRIUM Y=1300-25*2=1250
To maintain interest rate at 2,
Money supply/3=y-25r=1250-25*2=1200
New Money supply=1200*3=3600
Tax multiplier=∆Y/∆T=150/50=3
D) initial equilibrium Y=1050
new EQUILIBRIUM Y=1050
New IS equation;Y=1300-25r
1050-1300=-25r
New r*=-250/-25=10
Money supply/3=1050-25*10=800
New Money supply=800*3=2400
Tax multiplier=∆Y/∆T=0/50=0
An economy is initially described by the following equations: a. Derive and graph the IS and...
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graph the IS and LM curves
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