An economy is described by the following equations:
C |
= 1,500 + 0.9 (Y – T) |
I p |
= 1000 |
G |
= 1,500 |
NX |
= 100 |
T |
= 1,500 |
Y* |
= 8,800 |
The multiplier for this economy is 10.
Find the effect on short-run equilibrium output of:
a. An increase in government purchases by 100 from 1,500 to
1,600.
Instruction: Enter your response as an integer
value.
Short-run equilibrium output will increase to .
b. A decrease in tax collections from 1,500 to 1,400 (leaving
government purchases at their original value of 1,500).
Instruction: Enter your response as an integer
value.
Short-run equilibrium output will increase to
c. A decrease in planned investment spending by 100 from 1,000 to
900 (leaving government purchases and taxes unchanged at their
original values of 1,500).
Instruction: Enter your response as an integer
value.
Short-run equilibrium output will decrease to .
We see that current equilibrium occurs at AE = Y
1500+0.9*(Y-1500)+1000+1500+100 = Y
2750 = 0.1Y
Y* = AE* = 27500.
a. An increase in government purchases by 100 from 1,500 to 1,600
will increase the real GDP by
100*10 (multiplier) = $1000. New GDP is 28500.
Short-run equilibrium output will increase to 28500.
b. A decrease in tax collections from 1,500 to 1,400 will increase
GDP by 900. This is because tax
multiplier is MPC/1-MPC = 0.9/0.1 = 0. Hence increase in GDP =
9*100 = 900
Short-run equilibrium output will increase to 28400
c. A decrease in planned investment spending by 100 from 1,000 to
900 will decrease GDP by 1000
because multiplier is 10 so decrease in GDP = 100*10 = 1000
Short-run equilibrium output will decrease to 26500.
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