Q1. Consider the following policy mix. The government wants to decrease its budget deficit, whereas the central bank increases the money supply. (a) Explain how the IS- curve can be obtained graphically from the equilibrium condition on the goods market (b) Explain how the LM-curve can be obtained graphically from the equilibrium condition on the money market. (c) Explain what contractionary fiscal policy means. What effect does contractionary fiscal policy have on the IS or LM-curve? (d) Explain what expansionary monetary policy means. What effect does expansionary monetary policy have on the IS or LM-curve? Q2. Consider the following economy: C=1000-50i + 0.6(Y-T) T = 100+ 0.2Y I = 200 - 10i G = 1000 (M/P) = 600 (M/P)D = 0.2Y - 30i (a) Write down the IS equation for the economy (b) Write down the LM equation for the economy (c) Now suppose the government decides to increase G from 1000 to 1200. (d) What is the new equilibrium Y and i? (e) What is the change in equilibrium I as G increases from 500 to 1000? Why does it either increase or decrease? 7
Q1. Consider the following policy mix. The government wants to decrease its budget deficit, whereas the central bank increases the money supply. (a) Explain how the IS- curve can be obtained graphically from the equilibrium condition on the goods market (b) Explain how the LM-curve can be obtained graphically from the equilibrium condition on the money market. (c) Explain what contractionary fiscal policy means. What effect does contractionary fiscal policy have on the IS or LM-curve? (d) Explain what expansionary monetary policy means. What effect does expansionary monetary policy have on the IS or LM-curve? Q2. Consider the following economy: C=1000-50i + 0.6(Y-T) T = 100+ 0.2Y I = 200 - 10i G = 1000 (M/P) = 600 (M/P)D = 0.2Y - 30i (a) Write down the IS equation for the economy (b) Write down the LM equation for the economy (c) Now suppose the government decides to increase G from 1000 to 1200. (d) What is the new equilibrium Y and i? (e) What is the change in equilibrium I as G increases from 500 to 1000? Why does it either increase or decrease? 7
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question

Transcribed Image Text:Q1.
Consider the following policy mix. The government wants to decrease its budget deficit,
whereas the central bank increases the money supply.
(a) Explain how the IS- curve can be obtained graphically from the equilibrium condition
on the goods market
(b) Explain how the LM-curve can be obtained graphically from the equilibrium condition
on the money market.
(c) Explain what contractionary fiscal policy means. What effect does contractionary
fiscal policy have on the IS or LM-curve?
(d) Explain what expansionary monetary policy means. What effect does expansionary
monetary policy have on the IS or LM-curve?
Q2. Consider the following economy:
C=1000-50i + 0.6(Y-T)
T = 100+ 0.2Y
I = 200 - 10i
G = 1000
(M/P) = 600
(M/P)D = 0.2Y - 30i
(a) Write down the IS equation for the economy
(b) Write down the LM equation for the economy
(c) Now suppose the government decides to increase G from 1000 to 1200.
(d) What is the new equilibrium Y and i?
(e) What is the change in equilibrium I as G increases from 500 to 1000? Why does it either
increase or decrease?
7
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