Key takeaways
- Higher expected interest rates tend to attract capital and support a currency.
- The interest rate differential between two countries matters more than either rate alone.
- Markets trade the expected path of rates, so changes in expectations move prices before decisions.
- Real (inflation-adjusted) rates often explain currency moves better than nominal rates.
- Carry trades earn the differential but can suffer sharp losses when risk sentiment turns.
Contents
Interest rates are the most powerful fundamental force in the currency market. When one country offers a better return on cash and bonds than another, money tends to move toward it, and exchange rates adjust. This lesson explains how that works, why expectations matter more than today's rate, and how rate differences show up directly in your trading account through swaps.
Why interest rates move currencies
Global investors, banks, pension funds and corporations constantly decide where to hold cash and bonds. All else being equal, a higher interest rate means a higher return for holding assets in that currency. To buy those assets, investors first need the currency, which adds demand.
Higher rates also signal that a central bank is fighting inflation, which can protect the currency's purchasing power. Lower rates usually do the opposite: they reduce the return on holding the currency and are often used to stimulate a weak economy.
This is a tendency, not a law. During a crisis, investors may sell high-yielding currencies and buy lower-yielding ones they consider safer, regardless of rates.
The differential matters more than the level
Because currencies trade in pairs, what matters is the interest rate differential: the gap between the two countries' rates. If both central banks raise rates by the same amount, the differential is unchanged and the effect on the pair may be small. If one hikes while the other holds, the differential widens in favor of the hiking country.
Traders often watch the gap between two-year government bond yields as a market-based measure of the expected rate differential, because two-year yields are sensitive to the expected path of policy rates.
Expectations drive the price
Currencies react to changes in expected rates, not just to decisions. Markets use futures, swaps and bond yields to price the likely path of policy. By the time a central bank acts, the move is often already reflected in the exchange rate.
Three scenarios illustrate this:
- Priced-in decision. The market expects a 0.25 percentage point hike and gets it. The currency may barely react to the decision itself.
- Hawkish surprise. The bank hikes as expected but signals more hikes ahead. Expectations rise and the currency often strengthens.
- Dovish surprise. The bank hikes but hints it is finished. Expectations fall and the currency can weaken, even on the day of a rate increase.
This is why the statement, press conference and projections often matter more than the decision. The central bank policy lesson covers how to read them.
Real rates versus nominal rates
A nominal rate is the headline rate. A real rate adjusts for inflation:
Real rate ≈ nominal rate − inflation rate
Imagine two illustrative economies. Country A has a 5.0% policy rate and 4.0% inflation, giving a real rate of about 1.0%. Country B has a 3.0% policy rate and 1.0% inflation, giving a real rate of about 2.0%. Even though A pays the higher nominal rate, B offers the better inflation-adjusted return. Over time, real rates often explain currency trends better than nominal ones. Inflation is explored further in inflation and forex.
Carry trades and swaps
A carry trade means buying a higher-yielding currency against a lower-yielding one to earn the differential. In retail forex, this interest shows up as the overnight swap (also called rollover) on positions held past the broker's daily cut-off.
Worked example: simplified carry
Assume, for illustration only, that the base currency of a pair has a policy rate of 4.00% and the quote currency has a rate of 1.00%. You buy 100,000 units of the base currency.
- Differential: 4.00% − 1.00% = 3.00%
- Simplified annual carry: 100,000 × 3.00% = 3,000 units of currency per year
- Simplified daily carry: 3,000 ÷ 365 ≈ 8.22 per day
In practice, your broker's swap will be lower than this theoretical figure. Brokers use interbank rates rather than policy rates and add a markup, and swaps are often negative on both sides of a pair. Many brokers also charge three days of swap on one weekday to cover the weekend. Always check your broker's actual swap table.
Now compare the income with price risk. If the pair is quoted to four decimal places, a 100,000-unit position typically has a pip value of about 10 units of the quote currency. A 100-pip move against you costs about 1,000 units, which is roughly four months of the simplified carry. Carry trades can unwind violently when markets panic, so the steady income does not remove the need for a stop-loss and sensible leverage.
Common mistakes
- Trading the decision, not the expectation. A hike that was fully expected is not necessarily bullish.
- Ignoring inflation. A high nominal rate with even higher inflation may not support a currency.
- Looking at one country only. Always compare both sides of the pair.
- Treating swap income as free money. Exchange rate moves can dwarf interest earned.
- Forgetting the weekend swap. Triple swap days can add meaningful cost to a losing carry position.
Summary
Interest rates influence currencies by changing the return on holding them. The differential between two countries, and especially how expectations for that differential shift, drives much of the movement in major pairs. Real rates add an important inflation adjustment, and swaps show the differential directly in your account. Carry trades can earn steady income but carry significant risk of sudden, large losses, so size positions carefully.
Glossary terms in this lesson
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Practice worksheet
Practice worksheet
5 exercises to try on paper. Print it, save it as a PDF from the print dialog, or download a plain-text copy.
- Choose two currencies and write down each central bank's name and how often it sets policy.
- Using illustrative rates of 4.5% and 2.0%, calculate the differential and the simplified annual carry on 50,000 units.
- Calculate the approximate real rate for an economy with a 3.5% policy rate and 2.8% inflation.
- Look up your broker's swap rates for one pair, long and short, and explain why they differ.
- Describe a scenario in which a currency falls on the day its central bank raises rates.
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