An economy is described by a goods-market equilibrium Y=C(Y)+I(r)+G+NX(Y,e) and a money-market equilibrium M/P=L(Y,r), with C=Cˉ+σ(Y−T), T=τY, I=Iˉ−δr, NX=Xˉ−μY−γe, L=Lˉ+αY−βr, and r=rˉ, M=Mˉ, P=Pˉ fixed. Drawing IS and LM in the (Y,e) plane with Y horizontal and e vertical. In this case
(Same model.) An increase in rˉ shifts
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Setup, from Q51 of the paper: An economy is described by a goods-market equilibrium Y=C(Y)+I(r)+G+NX(Y,e) and a money-market equilibrium M/P=L(Y,r), with C=C̄+σ(Y-T), T=τ Y, I=Ī-δ r, NX=X̄-μ Y-γ e, L=L̄+α Y-β r, and r=r̄, M=M̄, P=P̄ fixed. Drawing IS and LM in the (Y,e) plane with Y horizontal and e vertical. In this case (Same model.) An increase in r̄ shifts (A) the IS curve to the left and the LM curve to the right (B) the IS curve to the right and the LM curve to the left (C) both the IS and the LM curves to the left (D) both the IS and the LM curves to the right
Also written as: Setup, from Q51 of the paper: An economy is described by a goods-market equilibrium Y=C(Y)+I(r)+G+NX(Y,e) and a money-market equilibrium M/P=L(Y,r), with C=C_bar+sigma(Y-T), T=tau Y, I=I_bar-delta r, NX=X_bar-mu Y-gamma e, L=L_bar+alpha Y-beta r, and r=r_bar, M=M_bar, P=P_bar fixed. Drawing IS and LM in the (Y,e) plane with Y horizontal and e vertical. In this case (Same model.) An increase in r_bar shifts
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What this question tests
This question is on The Mundell-Fleming model: IS, LM and BP, part of Open-economy macroeconomics in International Economics.
The open-economy extension of IS-LM with a balance-of-payments schedule.
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