Question 13 If the consumption function is given by C = ? (Y – T) and there is a tax cut of $200, how would we expect the IS-LM model to shift? O The IS curve shifts right by $200 O The IS curve shifts left by $200 O The IS curve shifts left by $400 O The LM curve shifts right The IS curve shifts right by $400
Question 13 If the consumption function is given by C = ? (Y – T) and there is a tax cut of $200, how would we expect the IS-LM model to shift? O The IS curve shifts right by $200 O The IS curve shifts left by $200 O The IS curve shifts left by $400 O The LM curve shifts right The IS curve shifts right by $400
Macroeconomics: Principles and Policy (MindTap Course List)
13th Edition
ISBN:9781305280601
Author:William J. Baumol, Alan S. Blinder
Publisher:William J. Baumol, Alan S. Blinder
Chapter8: Aggregate Demand And The Powerful Consumer
Section: Chapter Questions
Problem 8DQ
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![Question 13
If the consumption function is given by C = (Y – T) and there is a tax cut of $200, how would
we expect the IS-LM model to shift?
The IS curve shifts right by $200
The IS curve shifts left by $200
The IS curve shifts left by $400
The LM curve shifts right
The IS curve shifts right by $400
Question 14
Suppose an economy is described by the Solow model with population growth and technological
progress. If the production function is y = f(k) = ki, the depreciation rate is 5%, the population
growth rate is 1%, and technological growth is 4%, how can we describe the steady state capital as
a function of the savings rate?
O k* = 10s^2
O k* = 10s
O Not enough information
O k* = 100s
O k* = 100s^2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F595ebf40-77e9-496b-9c06-4e2e0289b670%2Fdf245caf-de29-4b53-ab17-058d8c57242b%2Fc4qnrr9_processed.png&w=3840&q=75)
Transcribed Image Text:Question 13
If the consumption function is given by C = (Y – T) and there is a tax cut of $200, how would
we expect the IS-LM model to shift?
The IS curve shifts right by $200
The IS curve shifts left by $200
The IS curve shifts left by $400
The LM curve shifts right
The IS curve shifts right by $400
Question 14
Suppose an economy is described by the Solow model with population growth and technological
progress. If the production function is y = f(k) = ki, the depreciation rate is 5%, the population
growth rate is 1%, and technological growth is 4%, how can we describe the steady state capital as
a function of the savings rate?
O k* = 10s^2
O k* = 10s
O Not enough information
O k* = 100s
O k* = 100s^2
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