2. Consider a Keynesian IS-LM model for national income: Y=C(Y-T)+1(r) +G L (r,Y)= M* Given: IS: where we consider Y and r as the endogenous variables and G, M", and T as the exogenous variables. LM: Question: (b) Implicit function theorem • Implicit function theorem. Consider an equation F(x₁... Xm. y) = 0. If an implicit function y = f (x₁..... Xm) exists, then the desired derivatives can be found by ду Əx; af/axi ƏF/ay Find the effect of a lump-sum tax, T, change on r, i.e., Or/OT, using th implicit function theorem.

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2. Consider a Keynesian IS-LM model for national income:
Y=C(Y-T) + I (r) + G
L (r,Y)= M*
where we consider Y and r as the endogenous variables and G, M, and T as the
exogenous variables.
Given:
IS:
LM:
Implicit function theorem
• Implicit function theorem. - Consider an equation
F(x1,..., Xm. y) = 0. If an implicit function y = f (x1,...,xm) exists,
then the desired derivatives can be found by
Question:
(b)
ду
Əx;
ƏF/Əx;
ƏF/Əy
Find the effect of a lump-sum tax, T, change on r, i.e., Or/OT, using the
implicit function theorem.
Transcribed Image Text:2. Consider a Keynesian IS-LM model for national income: Y=C(Y-T) + I (r) + G L (r,Y)= M* where we consider Y and r as the endogenous variables and G, M, and T as the exogenous variables. Given: IS: LM: Implicit function theorem • Implicit function theorem. - Consider an equation F(x1,..., Xm. y) = 0. If an implicit function y = f (x1,...,xm) exists, then the desired derivatives can be found by Question: (b) ду Əx; ƏF/Əx; ƏF/Əy Find the effect of a lump-sum tax, T, change on r, i.e., Or/OT, using the implicit function theorem.
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The IS-LM model, which means "investment-savings" (IS) and "liquidity preference-money supply" (LM) is a Keynesian macroeconomic model that shows how the market for economic merchandise (IS) interacts with the loanable market (LM) or money market.

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