ECON204 Lecture Notes - Lecture 11: Interest Rate Parity, Nominal Interest Rate, Australian Dollar

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17 May 2018
Department
Course
Professor
Topic 11
Mundell-Fleming model
What determines the exchange rate?
How can policy makers affect exchange rates?
Goods Market Equilibrium - IS
In this chapter we make two simplifications:
As in the short-run IS-LM model, both the domestic and the foreign price levels are given
(and equal); thus, the nominal and the real exchange rate move together. We can let E = ε.
There is no inflation, neither actual nor expected. So, r = i. Both the real and the nominal
interest rate effect demand
Output depends negatively on the interest rate and the exchange rate, among other factors.
Financial Market Equilibrium - LM
In an open economy, the demand for domestic money is mostly a demand by domestic residents,
who continue to hold domestic money for transaction purposes. Therefore we can still use:
M/P = YL(i)
Assume the central bank chooses the interest rate for its monetary policy; so M becomes
endogenous. For simplicity assume that i is fixed at i0.
Domestic bonds vs foreign bonds
If there was perfect capital mobility (they are free to choose) and we can assume perfect
asset substitute ability (risk is not an issue), then investors choose the combination of
domestic and foreign bonds with highest expected return.
This implies that in equilibrium, both domestic bonds and foreign bonds must have the same
expected rate of return, otherwise, investors would be willing to hold only one of the other.
This assumption implies the interest parity condition:
e
t
t
tt E
E
ii
1
*)1(1
+
+=+
This implies (because of iestos demand)
positive relation between domestic interest rate and the exchange rate
negative relationship between foreign interest rate and exchange rate
positive relationship between future and current exchange rate
Implications of Interest Parity
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11
*
t
tt
e
( i )
iE
E
+
=−
Remarks:
The more the dollar appreciates now, the more investors expect it to depreciate over time in
the future.
If i rises, the initial A$ appreciation must be such that the expected future depreciation
exactly compensates for the increase in the Australian interest rate. When this is the case,
investors are again indifferent and equilibrium prevails.
Limits of the Interest Parity Condition
Investors not only care about expected return, but also about risk and liquidity
o Sudden stops are when foreig iestos peeptios of isk ake the sell all the
assets they have in a country, no matter the interest rate. This causes the interest
parity condition to fail.
o The preference for US T-bills becomes stronger in crisis times or times of
uncertainty, as the US is widely seen by investors as a safe haven.
The IS-LM Model in an open economy
Changes in the interest rate (ie monetary policy) affect the economy
Directly through investment: this effect is also present in the closed economy.
Indirectly through the exchange rate: this is only present in an open economy.
Fiscal Policy in an Open Economy
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Assuming that the interest rate stays constant, the increase in government spending would
push the euiliiu to poit A, leaig the ehage ate i uaffeted.
If the central bank raises the interest rate to fight the inflation caused by higher inflation,
equilibriu is at A″, and the exchange rate appreciates to E″. In the short run:
o The higher i and stronger E act to reduce the effect on output
o The effect on investment is ambiguous --- output rises and interest rate rises
o The trade balance is worse:
---exports fall due to stronger E; imports rise due to stronger E and higher Y.
Monetary Policy in an Open Economy
A monetary policy contraction leads an increase in interest rate, decrease in output, and an
appreciation of the domestic currency.
The increase in the interest rate shifts neither the IS curve nor the interest-parity curve.
Fixed Exchange Rates
Some central banks act under implicit and explicit exchange-rate targets, and use monetary
policy to achieve those targets.
o Some peg their currency to the US dollar, to other currencies, or to a basket of
currencies, with weights reflecting the composition of their trade.
o Some countries operate under a crawling peg. If their domestic price level rises
faster than the U.S. price level, the country faces a real appreciation that can rapidly
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Document Summary

In this chapter we make two simplifications: as in the short-run is-lm model, both the domestic and the foreign price levels are given (and equal); thus, the nominal and the real exchange rate move together. We can let e = : there is no inflation, neither actual nor expected. Both the real and the nominal interest rate effect demand. Output depends negatively on the interest rate and the exchange rate, among other factors. In an open economy, the demand for domestic money is mostly a demand by domestic residents, who continue to hold domestic money for transaction purposes. Assume the central bank chooses the interest rate for its monetary policy; so m becomes endogenous. For simplicity assume that i is fixed at i0. This implies (because of i(cid:374)(cid:448)esto(cid:396)s(cid:859) demand: positive relation between domestic interest rate and the exchange rate, negative relationship between foreign interest rate and exchange rate, positive relationship between future and current exchange rate.

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