Consider the economy: C=0.8(1−τ)Y, τ=0.25, I=900−50r, Gˉ=800, L=0.25Y−62.5r, Mˉ/P=500. (Aggregate consumption C; tax rate τ; income Y; investment I; interest rate r; government expenditure Gˉ; money demand L; real money supply Mˉ/P.) Find the equilibrium rate of interest in this economy.
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Consider the economy: C = 0.8(1-τ)Y, τ = 0.25, I = 900 - 50r, Ḡ = 800, L = 0.25Y - 62.5r, M̄/P = 500. (Aggregate consumption C; tax rate τ; income Y; investment I; interest rate r; government expenditure Ḡ; money demand L; real money supply M̄/P .) Find the equilibrium rate of interest in this economy. (A) r = 5 (B) r = 6 (C) r = 7 (D) r = 8
Also written as: Consider the economy: C = 0.8(1-tau)Y, tau = 0.25, I = 900 - 50r, G_bar = 800, L = 0.25Y - 62.5r, M_bar/P = 500. (Aggregate consumption C; tax rate tau; income Y; investment I; interest rate r; government expenditure G_bar; money demand L; real money supply M_bar/P .) Find the equilibrium rate of interest in this economy.
IS-LM model has come up 137 times in 7 exams since 2004.
What this question tests
This question is on Equilibrium and shifts in IS-LM, part of IS-LM model in Macroeconomics.
Solving for income and the interest rate and tracing what shifts each curve.
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