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Applying the IS-LM Model
Creation date：2024-05-11 17:03:47
Belonging category：经济Economics
Applying the IS-LM Model

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Aggregate Demand II:
Applying the IS-LM Model
12CHAPTER
1CHAPTER 12 Aggregate Demand II
Context
§ Chapter 10 introduced the model of aggregate
demand and supply.
§ Chapter 11 developed the IS-LM model,
the basis of the aggregate demand curve.
IN THIS CHAPTER, YOU WILL LEARN:
§ how to use the IS-LM model to analyze the effects
of shocks, fiscal policy, and monetary policy
§ how to derive the aggregate demand curve from
the IS-LM model
§ several theories about what caused the
Great Depression
2
3CHAPTER 12 Aggregate Demand II
The intersection determines
the unique combination of Y and r
that satisfies equilibrium in both markets.
The LM curve represents
money market equilibrium.
Equilibrium in the IS-LM model
The IS curve represents
equilibrium in the goods
market.
Y C Y T I r G= - + +( ) ( )
( , )M P L r Y= IS
Y
r
LM
r1
Y1
4CHAPTER 12 Aggregate Demand II
Policy analysis with the IS-LM model
We can use the IS-LM
model to analyze the
effects of
• fiscal policy: G and/or T
• monetary policy: M
Y C Y T I r G= - + +( ) ( )
( , )M P L r Y=
IS
Y
r
LM
r1
Y1
5CHAPTER 12 Aggregate Demand II
causing output &
income to rise.
IS1
An increase in government purchases
1. IS curve shifts right
Y
r
LM
r1
Y1
GD
-
1by
1 MPC
IS2
Y2
r2
1.
2. This raises money
demand, causing the
interest rate to rise…
2.
3. …which reduces investment,
so the final increase in Y
GD
-
1is smaller than
1 MPC
3.
6CHAPTER 12 Aggregate Demand II
IS1
1.
A tax cut
Y
r
LM
r1
Y1
IS2
Y2
r2
Consumers save
(1−MPC) of the tax cut,
so the initial boost in
spending is smaller for ΔT
than for an equal ΔG…
and the IS curve shifts by
T- D
-1
MPC
MPC
1.
2.
2.
…so the effects on r
and Y are smaller for ΔT
than for an equal ΔG.
2.
7CHAPTER 12 Aggregate Demand II
2. …causing the
interest rate to fall
IS
Monetary policy: An increase in M
1. ΔM > 0 shifts
the LM curve down
(or to the right)
Y
r LM1
r1
Y1 Y2
r2
LM2
3. …which increases
investment, causing
output & income to
rise.
8CHAPTER 12 Aggregate Demand II
Interaction between
monetary & fiscal policy
§ Model:
§ Monetary & fiscal policy variables
(M, G, and T ) are exogenous.
§ Real world:
§ Monetary policymakers may adjust M
in response to changes in fiscal policy,
or vice versa.
§ Such interactions may alter the impact of the
original policy change.
9CHAPTER 12 Aggregate Demand II
The Fed’s response to ΔG > 0
§ Suppose Congress increases G.
§ Possible Fed responses:
1. hold M constant
2. hold r constant
3. hold Y constant
§ In each case, the effects of the ΔG
are different…
10CHAPTER 12 Aggregate Demand II
If Congress raises G,
the IS curve shifts right.
IS1
Response 1: Hold M constant
Y
r
LM1
r1
Y1
IS2
Y2
r2
If Fed holds M constant,
then LM curve doesn’t
shift.
Results:
2 1Y Y YD = -
2 1r r rD = -
11CHAPTER 12 Aggregate Demand II
If Congress raises G,
the IS curve shifts right.
IS1
Response 2: Hold r constant
Y
r
LM1
r1
Y1
IS2
Y2
r2
To keep r constant,
Fed increases M
to shift LM curve right.
3 1Y Y YD = -
0rD =
LM2
Y3
Results:
12CHAPTER 12 Aggregate Demand II
IS1
Response 3: Hold Y constant
Y
r
LM1
r1
IS2
Y2
r2
To keep Y constant,
Fed reduces M
to shift LM curve left.
0YD =
3 1r r rD = -
LM2
Results:
Y1
r3
If Congress raises G,
the IS curve shifts right.
13CHAPTER 12 Aggregate Demand II
Shocks in the IS-LM model
IS shocks: exogenous changes in the
demand for goods & services.
Examples:
§ stock market boom or crash
g change in households’ wealth
g ΔC
§ change in business or consumer
confidence or expectations
g ΔI and/or ΔC
14CHAPTER 12 Aggregate Demand II
Shocks in the IS-LM model
LM shocks: exogenous changes in the
demand for money.
Examples:
§ A wave of credit card fraud increases
demand for money.
§ More ATMs or the Internet reduce money
demand.
NOW YOU TRY
Analyze shocks with the IS-LM model
Use the IS-LM model to analyze the effects of
1. a housing market crash that reduces
consumers’ wealth
2. consumers using cash in transactions more
frequently in response to an increase in identity
theft
For each shock,
a. use the IS-LM diagram to determine the effects
on Y and r.
b. figure out what happens to C, I, and the
unemployment rate.
Case category
Tag cloud
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SVM. (10 points) Consider an SVM classifier using RBF kernel, and finish the following python code to search for the optimum kernel parameter γ. You are required to calculate the RBF function and search yourself, instead of using functions in Scikit-Learn (sklearn). def parameter search(gamma list ,Xtr,ytr,Xts,yts ,...): """ Parameters gamma list: A list of RBF kernel parameter gamma to search for Xtr: Training data, shape (ntr,nrow,ncol) ytr: Training labels, shape (ntr,) Xts: Test data, shape (nts,nrow,ncol) yts: Test labels, shape (nts,) ... Add other parameters as needed Returns: gamma optimum: The gamma with minimum error on Xts, yts """ ... return gamma optimum
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