Consider a country with no capital mobility and flexible exchange rates. a. Solve for the exchange rate that clears the trade balance as a function of the level of income, Y. (Assume that the trade balance is in the form T=T+oq-mY where is a positive constant and q = (eP*/P)). b. Solve for the level of income as a function of all exogenous variables. In what way does the multiplier differ from all other open economy multipliers computed before?
Consider a country with no capital mobility and flexible exchange rates. a. Solve for the exchange rate that clears the trade balance as a function of the level of income, Y. (Assume that the trade balance is in the form T=T+oq-mY where is a positive constant and q = (eP*/P)). b. Solve for the level of income as a function of all exogenous variables. In what way does the multiplier differ from all other open economy multipliers computed before?
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Consider a country with no capital mobility and flexible exchange rates.
a. Solve for the exchange rate that clears the trade balance as a function of the
level of income, Y. (Assume that the trade balance is in the form
T =T, + øq– mY where øis a positive constant and q = (eP*/P)).
b. Solve for the level of income as a function of all exogenous variables. In what
way does the multiplier differ from all other open economy multipliers
computed before?
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