for the unique equilibrium (r*,Y*). You should also assume that f' (Y) = (0, 1) (Why?). Find dr/d Mo and dy*/d Go, and interpret your results.

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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1- Equilibrium-defining equations in an IS-LM model are presented as follows:
Y=C+I+G, C = C₁ + f(Y) = g(r), I = 1o — h(r),
G = Go, and Mo =
3Y - i(r)
where Co, Io, Go, Mo> 0 are exogenous variables, and f, g, h, i are continuously differentiable
wwwwww
and strictly increasing functions satisfying:
Y = C₁ + f(Y) = g(r*) + Io − h(r) + Go
Mo 3Yi(*).
=
for the unique equilibrium (rª,Y*). You should also assume that f' (Y) = (0, 1) (Why?). Find
dr*/d Mo and dy* /d Go, and interpret your results.
Transcribed Image Text:1- Equilibrium-defining equations in an IS-LM model are presented as follows: Y=C+I+G, C = C₁ + f(Y) = g(r), I = 1o — h(r), G = Go, and Mo = 3Y - i(r) where Co, Io, Go, Mo> 0 are exogenous variables, and f, g, h, i are continuously differentiable wwwwww and strictly increasing functions satisfying: Y = C₁ + f(Y) = g(r*) + Io − h(r) + Go Mo 3Yi(*). = for the unique equilibrium (rª,Y*). You should also assume that f' (Y) = (0, 1) (Why?). Find dr*/d Mo and dy* /d Go, and interpret your results.
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