Consider the macro model: C=α0+α1Y, I=β0+β1Y−β2i, G=G, with α1+β1<1; money market M/P=γ1Y−γ2i. If the interest rate i increases by one unit, to maintain equilibrium in the goods market, income level Y has to decrease by
(Same model.) A unit increase in government expenditure (G) will increase the equilibrium income level (Y) by
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Setup, from Q35 of the paper: Consider the macro model: C=α₀+α₁Y, I=β₀+β₁Y-β₂i, G=G̅, with α₁+β₁<1; money market M̅/P=γ₁Y-γ₂i. If the interest rate i increases by one unit, to maintain equilibrium in the goods market, income level Y has to decrease by (Same model.) A unit increase in government expenditure (G) will increase the equilibrium income level (Y) by (A) β₂/(1-(α₁+β₁)) units (B) 1/(1-(α₁+β₁)) units (C) 1/(1-(α₁+β₁)+(γ₁/γ₂)β₂) units (D) 1/(1-(α₁+β₁)+(γ₁/γ₂)α₂) units
Also written as: Setup, from Q35 of the paper: Consider the macro model: C=alpha_0+alpha_1Y, I=beta_0+beta_1Y-beta_2i, G=G_bar, with alpha_1+beta_1<1; money market M_bar/P=gamma_1Y-gamma_2i. If the interest rate i increases by one unit, to maintain equilibrium in the goods market, income level Y has to decrease by (Same model.) A unit increase in government expenditure (G) will increase the equilibrium income level (Y) by
IS-LM model has come up 137 times in 7 exams since 2004.
What this question tests
This question is on Fiscal policy and crowding out in IS-LM, part of IS-LM model in Macroeconomics.
How government spending and taxes move income and the interest rate, and how much private spending is displaced.
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