Consider the following model for a small open economy. Using this model, and rounding to 3 decimal places, please answer all questions to this CML Y = 750 – s – 1000i + 5e (1) IS Equation %3D i = 0.5 (1+ s) + 0.001Y – 0.0054 (2) LM Equation %3D i = ij = 0.05 (3) BP=0 locus Let foreign prices be fixed at P = 1 and the nominal exchange rate e be flexible. Question 1: Assuming that this is a classical economy with full flexible domestic prices and output is fixed at the full employment level Y=Yp= 2000. Also assume that there is no COVID (s-o) and the benchmark for nominal money supply is M-- s0. Solve for P

Economics: Private and Public Choice (MindTap Course List)
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ISBN:9781305506725
Author:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Publisher:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Chapter19: International Finance And The Foreign Exchange Market
Section: Chapter Questions
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Consider the following model for a small open economy. Using this model, and rounding to 3 decimal places, please answer all
questions to this CML
Y = 750 – s – 1000i + 5e
(1)
IS Equation
%3D
i = 0.5 (1+ s) + 0.001Y – 0.0054 (2)
LM Equation
%3D
i = ij = 0.05
(3)
BP=0 locus
Let foreign prices be fixed at P = 1 and the nominal exchange rate e be flexible.
Question 1: Assuming that this is a classical economy with full flexible domestic prices and output is fixed at the full employment level
Y=Yp= 2000. Also assume that there is no COVID (s-o) and the benchmark for nominal money supply is M-- s0.
Solve for P
Transcribed Image Text:Consider the following model for a small open economy. Using this model, and rounding to 3 decimal places, please answer all questions to this CML Y = 750 – s – 1000i + 5e (1) IS Equation %3D i = 0.5 (1+ s) + 0.001Y – 0.0054 (2) LM Equation %3D i = ij = 0.05 (3) BP=0 locus Let foreign prices be fixed at P = 1 and the nominal exchange rate e be flexible. Question 1: Assuming that this is a classical economy with full flexible domestic prices and output is fixed at the full employment level Y=Yp= 2000. Also assume that there is no COVID (s-o) and the benchmark for nominal money supply is M-- s0. Solve for P
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