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David K.H. Begg, Gianluigi Vernasca-Economics-McGraw Hill Higher Education (2011)

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CHAPTER 24 Exchange rates and the balance of payments<br />

Table 24.2<br />

Balance of payments and exchange rate regimes<br />

Fixed exchange rate<br />

current account<br />

Floating exchange rate<br />

current account<br />

+ capital account +capital account<br />

+financial account<br />

+financial account<br />

= balance of payments = balance of payments<br />

= [-official financing] =0<br />

I---<br />

= rise in forex reserves No official financing; no change in forex reserves<br />

The real exchange rate<br />

The real exchange rate<br />

is the relative price of goods<br />

from different countries when<br />

measured in a common<br />

currency.<br />

In 1981 the $/£ exchange rate was $2.03/£; by early 2010 it was only $1.54/£. A fall<br />

in the international value of sterling makes UK goods cheaper in foreign currencies<br />

and foreign goods more expensive in pounds. Other things equal, the UK became<br />

more competitive as sterling fell.<br />

But other things were not unaltered. The UK had more inflation than the US, so its<br />

prices rose more during 1981-2010. UK competitiveness rose because of a lower<br />

nominal or actual exchange rate, but fell because the sterling price of UK goods rose more than the dollar<br />

price of US goods. As usual, we must distinguish nominal and real variables.<br />

Thus if E $t£ is the nominal exchange rate, measured by$/£ the international value of sterling, and ptK and<br />

Pts are the domestic sterling price of UK goods and the dollar price of US goods,<br />

Real exchange rate = {E s t£<br />

x ptdlPts (1)<br />

Table 24.3 gives some examples. Pretend the only good is shirts. In row 1, a US shirt costs $10 and a UK<br />

shirt £6. At a nominal exchange rate of $2/£, the relative price of UK to US shirts, in a common currency,<br />

is 1.2, whether we compare the relative dollar price of shirts ($12/$10) or the relative price in pounds<br />

(£6/£5). Two things can make UK shirts more competitive in relation to US shirts.<br />

Table 24.3<br />

Calculating real exchange rates<br />

Nominal exchange UK shirt price UK shirt price US shirt price Real exchange<br />

rate ($/£)<br />

($)<br />

rate<br />

(£)<br />

2.0 6 12 10 1.2<br />

-<br />

6 9 10 0.9<br />

1.5<br />

2.0<br />

9 10 0.9<br />

I---<br />

2.0 6 1 2 13.3 0.9<br />

4.5<br />

($)<br />

556

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