4. Consider the following government's budget constraint: T₁ = Gt +TR₁ = √Yt +TRt, where TR is the transfer payment from the government to the household. In this case, the household's asset-accumulation equation is given by K₁ = R₁K++ Wilt - Ct - Tt +TRt Suppose the lump-sum tax T₁ is fixed, and the transfer payment of government TR adjusts endogenously to offset the change in y and balance the government's budget constraint. Does the presence of TR cause any difference to the effects of y on the labour and capital markets in the short run and long run?
4. Consider the following government's budget constraint: T₁ = Gt +TR₁ = √Yt +TRt, where TR is the transfer payment from the government to the household. In this case, the household's asset-accumulation equation is given by K₁ = R₁K++ Wilt - Ct - Tt +TRt Suppose the lump-sum tax T₁ is fixed, and the transfer payment of government TR adjusts endogenously to offset the change in y and balance the government's budget constraint. Does the presence of TR cause any difference to the effects of y on the labour and capital markets in the short run and long run?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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3
![4. Consider the following government's budget constraint:
Ti = Gt +TRt = yYt +TR¢,
%3D
where TRị is the transfer payment from the government to the household. In this case,
the household's asset-accumulation equation is given by
Kį = R,Kį + W¿4 – Ct – T¿ + TRị
Suppose the lump-sum tax T; is fixed, and the transfer payment of government TR4 adjusts
endogenously to offset the change in y and balance the government's budget constraint.
Does the presence of TRị cause any difference to the effects of y on the labour and capital
markets in the short run and long run?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F12fc1458-1725-43c1-a5d8-82769f9feb2e%2F718bed63-16a8-4125-9b05-41a22100b47a%2F9g1tlow_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4. Consider the following government's budget constraint:
Ti = Gt +TRt = yYt +TR¢,
%3D
where TRị is the transfer payment from the government to the household. In this case,
the household's asset-accumulation equation is given by
Kį = R,Kį + W¿4 – Ct – T¿ + TRị
Suppose the lump-sum tax T; is fixed, and the transfer payment of government TR4 adjusts
endogenously to offset the change in y and balance the government's budget constraint.
Does the presence of TRị cause any difference to the effects of y on the labour and capital
markets in the short run and long run?
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