Chapter 14 Exchange Rates and the Foreign Exchange Market: An Asset Approach 71
The euro is used often in examples. Some students may not be familiar with the currency or aware of
which countries use it; a brief discussion may be warranted. A full treatment of EMU and the theories
surrounding currency unification appears in Chapter 20.
The description of the foreign exchange market stresses the involvement of large organizations (commercial
banks, corporations, nonbank financial institutions, and central banks) and the highly integrated nature
of the market. The nature of the foreign exchange market ensures that arbitrage occurs quickly, so that
common rates are offered worldwide. A comparison of the trading volume in foreign exchange markets to
that in other markets is useful to underscore how quickly price arbitrage occurs and equilibrium is restored.
Forward foreign exchange trading, foreign exchange futures contracts, and foreign exchange options play
an important part in currency market activity. The use of these financial instruments to eliminate short-run
exchange rate risk is described.
The explanation of exchange rate determination in this chapter emphasizes the modern view that exchange
rates move to equilibrate asset markets. The foreign exchange demand and supply curves that introduce
exchange rate determination in most undergraduate texts are not found here. Instead, there is a discussion
of asset pricing and the determination of expected rates of return on assets denominated in different
currencies.
Students may already be familiar with the distinction between real and nominal returns. The text demonstrates
that nominal returns are sufficient for comparing the attractiveness of different assets. There is a brief
description of the role played by risk and liquidity in asset demand, but these considerations are not
pursued in this chapter. (The role of risk is taken up again in Chapter 18.)
Substantial space is devoted to the topic of comparing expected returns on assets denominated in domestic
and foreign currency. The text identifies two parts of the expected return on a foreign currency asset
(measured in domestic currency terms): the interest payment and the change in the value of the foreign
currency relative to the domestic currency over the period in which the asset is held. The expected return
on a foreign asset is calculated as a function of the current exchange rate for given expected values of the
future exchange rate and the foreign interest rate.
The absence of risk and liquidity considerations implies that the expected returns on all assets traded in the
foreign exchange market must be equal. It is thus a short step from calculations of expected returns on foreign
assets to the interest parity condition. The foreign exchange market is shown to be in equilibrium only when
the interest parity condition holds. Thus, for given interest rates and given expectations about future exchange
rates, interest parity determines the current equilibrium exchange rate. The interest parity diagram introduced
here is instrumental in later chapters in which a more general model is presented. Since a command of this
interest parity diagram is an important building block for future work, we recommend drills that employ
this diagram.
The result that a dollar appreciation makes foreign currency assets more attractive may appear
counterintuitive to students—why does a stronger dollar reduce the expected return on dollar assets? The
key to explaining this point is that, under the static expectations and constant interest rates assumptions, a
dollar appreciation today implies a greater future dollar depreciation; so, an American investor can expect
to gain not only the foreign interest payment but also the extra return due to the dollar’s additional future
depreciation. The following diagram illustrates this point. In this diagram, the exchange rate at time t 1 is
expected to be equal to E. If the exchange rate at time t is also E, then expected depreciation is 0. If, however,
the exchange rate depreciates at time t to E then it must appreciate to reach E at time t 1. If the exchange
rate appreciates today to E then it must depreciate to reach E at time t 1. Thus, under static
expectations, a depreciation today implies an expected appreciation and vice versa.
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