3. The balanced budget multiplier For both political and macroeconomic reasons, governments are often reluctant to run budget deficits. Here, we examine whether policy changes in G and T that maintain a balanced budget are macro economically neutral. Put another way, we examine whether it is possible to affect output through changes in G and T so that the government budget remains balanced. Start from equation (3.8): -[e, +Ï +G - c,T] 1-G a. When G increases by one unit, Y increases by b. When T increases by one unit, Y increases by, Suppose that the economy starts with a balanced budget: G=T. Suppose that Gand
3. The balanced budget multiplier For both political and macroeconomic reasons, governments are often reluctant to run budget deficits. Here, we examine whether policy changes in G and T that maintain a balanced budget are macro economically neutral. Put another way, we examine whether it is possible to affect output through changes in G and T so that the government budget remains balanced. Start from equation (3.8): -[e, +Ï +G - c,T] 1-G a. When G increases by one unit, Y increases by b. When T increases by one unit, Y increases by, Suppose that the economy starts with a balanced budget: G=T. Suppose that Gand
Chapter1: Making Economics Decisions
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![3. The balanced budget multiplier
For both political and macroeconomic reasons, governments are often reluctant to run
budget deficits. Here, we examine whether policy changes in G and T that
maintain a balanced budget are macro economically neutral. Put another way, we
examine whether it is possible to affect output through changes in G and T so that
the government budget remains balanced.
Start from equation (3.8):
Y=k, +i+G-c7]
1-G
a. When G increases by one unit, Y increases by,
b. When T increases by one unit, Y increases by
Suppose that the economy starts with a balanced budget: G =T. Suppose that Gand
T increase by one unit each. Using your answers to (a) and (b), the change in
. Is balanced budget changes in G and Tmacroeconomically
Y equals_
neutral? (yes or no)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe3a0be4f-4303-44d7-80da-4fbf8856a87b%2F1973def8-7ffb-4cca-896a-3c28fec3b932%2F4y4t9g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3. The balanced budget multiplier
For both political and macroeconomic reasons, governments are often reluctant to run
budget deficits. Here, we examine whether policy changes in G and T that
maintain a balanced budget are macro economically neutral. Put another way, we
examine whether it is possible to affect output through changes in G and T so that
the government budget remains balanced.
Start from equation (3.8):
Y=k, +i+G-c7]
1-G
a. When G increases by one unit, Y increases by,
b. When T increases by one unit, Y increases by
Suppose that the economy starts with a balanced budget: G =T. Suppose that Gand
T increase by one unit each. Using your answers to (a) and (b), the change in
. Is balanced budget changes in G and Tmacroeconomically
Y equals_
neutral? (yes or no)
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