Resources | Subject Notes | Economics
Trade-weighted exchange rates (TWERs) are a method of calculating the exchange rate between two currencies based on the relative volume of trade between their respective countries. They provide a potentially more accurate reflection of the underlying economic relationship between currencies compared to simple spot rates.
The basic idea is that the exchange rate should reflect the relative importance of trade between two economies. Countries that trade a lot with each other should have an exchange rate that reflects this high volume of trade. This contrasts with spot rates, which are determined by supply and demand in the foreign exchange market, often influenced by factors unrelated to trade volume.
The trade-weighted exchange rate is calculated using the following formula:
TWER = (Exports / Total Exports) / (Imports / Total Imports)
Where:
Consider two countries, A and B. Let's say:
The trade-weighted exchange rate (A/B) would be calculated as follows:
TWER = ($100 / ($100 + $80)) / ($70 / ($70 + $90)) = ($100 / $180) / ($70 / $160) = 0.5556 / 0.4375 = 1.2778
This means that one unit of currency A is equivalent to approximately 1.2778 units of currency B.
Currency Pair | Total Exports | Total Imports | TWER |
---|---|---|---|
USD/EUR | $2.5 trillion | $2.2 trillion |
$(2.5T / ($2.5T + $2.2T)) / ($2.2T / ($2.2T + $2.5T)) = $2.5T / $4.7T / $2.2T / $4.7T = 0.5319 |
GBP/JPY | $400 billion | $350 billion |
$(400B / ($400B + $350B)) / ($350B / ($350B + $400B)) = $400B / $750B / $350B / $750B = 0.5333 |
AUD/NZD | $150 billion | $120 billion |
$(150B / ($150B + $120B)) / ($120B / ($120B + $150B)) = $150B / $270B / $120B / $270B = 0.5556 |