Published by Patrick Mutisya · 14 days ago
Understand the determinants of the demand for and supply of a foreign currency and how these affect the exchange rate.
The demand curve for a foreign currency slopes downwards because, as the price of the foreign currency falls (i.e., the home currency appreciates), it becomes cheaper for domestic residents to buy the foreign currency.
| Factor | Effect on Demand |
|---|---|
| Increase in domestic income | More imports → higher demand for foreign currency |
| Higher relative price of domestic goods | Consumers switch to cheaper foreign goods → higher demand |
| Speculative expectations of depreciation | Investors buy foreign currency now to avoid loss → higher demand |
| Tourism outflows | Travel abroad requires foreign currency → higher demand |
The supply curve for a foreign currency slopes upwards because, as the price of the foreign currency rises (i.e., the home currency depreciates), holders of the foreign currency are more willing to sell it.
| Factor | Effect on Supply |
|---|---|
| Increase in domestic production for export | Exporters receive foreign currency → higher supply |
| Higher foreign interest rates | Foreign investors move capital into the home country, converting foreign currency → higher supply |
| Speculative expectations of appreciation | Investors sell foreign currency now to buy it later at a higher price → higher supply |
| Remittances from abroad | Workers send money home, converting foreign currency → higher supply |
The equilibrium exchange rate (\$E^*\$) is where the quantity of the foreign currency demanded equals the quantity supplied.
\$E^* : \; QD(E^*) = QS(E^*)\$
At this point the market clears; there is no excess demand or excess supply.
Suppose the demand and supply for the US dollar (USD) in the UK are given by:
\$Q_D = 500 - 20E\$
\$Q_S = 100 + 10E\$
where \$Q\$ is measured in millions of dollars and \$E\$ is the exchange rate (£ per $1). Find the equilibrium exchange rate.
Set \$QD = QS\$:
\$500 - 20E = 100 + 10E\$
\$400 = 30E\$
\$E^* = \frac{400}{30} \approx 13.33\;£/\\$$
Interpretation: At £13.33 per dollar, the quantity of dollars demanded equals the quantity supplied.