Q4. Consider a closed economy which can be characterized by the following equations: C 200+ 0.25YD I 150 +0.25Y - 1000i G = 250 T = 200 (MIP) = 2Y - 80001 (MIP) = 1600 a) Derive an equation for the IS-curve. b) Derive an equation for the LM-curve. c) Solve for the simultaneous equilibrium on the goods and the money market. d) Compute the equilibrium levels of private consumption (C) and of investment demand (I). e) Suppose the central bank wants to increase the money supply to 1840. What happens to the equilibrium?

ENGR.ECONOMIC ANALYSIS
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Q4.
Consider a closed economy which can be characterized by the following equations:
C 200+ 0.25YD
I 150 +0.25Y - 1000i
G = 250
T = 200
(MIP) = 2Y - 80001
(MIP) = 1600
a) Derive an equation for the IS-curve.
b) Derive an equation for the LM-curve.
c) Solve for the simultaneous equilibrium on the goods and the money market.
d) Compute the equilibrium levels of private consumption (C) and of investment
demand (I).
e) Suppose the central bank wants to increase the money supply to 1840. What
happens to the equilibrium?
Transcribed Image Text:Q4. Consider a closed economy which can be characterized by the following equations: C 200+ 0.25YD I 150 +0.25Y - 1000i G = 250 T = 200 (MIP) = 2Y - 80001 (MIP) = 1600 a) Derive an equation for the IS-curve. b) Derive an equation for the LM-curve. c) Solve for the simultaneous equilibrium on the goods and the money market. d) Compute the equilibrium levels of private consumption (C) and of investment demand (I). e) Suppose the central bank wants to increase the money supply to 1840. What happens to the equilibrium?
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