1. Suppose that the money market equilibrium equation mt-pt = -aEt Pt+1-Pt] where a > 0, and the money supply is governed by the process mt+1 = Am + (1 - A)me +et+1; Etet+1 = 0 where m is a constant. Using any method of solution, derive the solution for the current price level pt.

MACROECONOMICS
14th Edition
ISBN:9781337794985
Author:Baumol
Publisher:Baumol
Chapter10: Bringing In The Supply Side: Unemployment And Inflation?
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1. Suppose that the money market equilibrium equation
mt - Pt = -aEt Pt+1 - Pt]
where a > 0, and the money supply is governed by the process
mt+1 = Am + (1 - A)mt +et+1; Etet+1 = 0
where m is a constant. Using any method of solution, derive the solution for the current price
level Pt.
Transcribed Image Text:1. Suppose that the money market equilibrium equation mt - Pt = -aEt Pt+1 - Pt] where a > 0, and the money supply is governed by the process mt+1 = Am + (1 - A)mt +et+1; Etet+1 = 0 where m is a constant. Using any method of solution, derive the solution for the current price level Pt.
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