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Currency Pair

A currency pair is the way exchange rates are quoted: two currencies priced against each other, such as euro versus US dollar. The first currency is the base and the second is the quote, so a price of 1.20 means one unit of the base currency buys 1.20 units of the quote currency.

Every foreign exchange trade is simultaneously a purchase of one currency and a sale of the other, which is why rates always come in pairs.

What it means

Currencies have no absolute price; they only have a value relative to something else. That is why a rate is always expressed as a pair, written with the base currency first and the quote currency second, and why saying "the dollar went up" is meaningless until you say up against what.

A pair quoted at 1.20 tells you it costs 1.20 units of the second currency to buy one unit of the first. For businesses, the pair convention decides whether a rising number is good news or bad news.

If your pair is quoted as euros per dollar and the number rises, the dollar is strengthening and your euro sales convert into more dollars; if the pair is quoted the other way round, the same event shows as a falling number. Plenty of expensive misunderstandings start with someone reading a rate upside down.

Pairs are grouped by how heavily they are traded. The majors involve the US dollar against a handful of large economies and carry the tightest spreads and deepest liquidity, the crosses exclude the dollar entirely, and the exotics pair a major currency with a smaller or less liquid one and cost noticeably more to trade.

A treasurer converting into an exotic currency should expect a wider spread and less favourable pricing simply because fewer counterparties are willing to quote it. Prices move in small increments called pips, which for most pairs is the fourth decimal place, or 0.0001.

Dealers quote a bid and an ask, and the gap between them is the spread, which is the effective transaction cost of any conversion. On a major pair that spread might be a fraction of a pip for a large institution and several pips for a small business converting through its bank.

When no direct market exists between two currencies, the rate is derived from their prices against a common third currency, almost always the US dollar. This derived rate is called a cross rate, and understanding how it is built helps explain why less common conversions carry the combined cost of two trades rather than one.

In practice

Real-world examples.

1

Example

A Chicago commodities broker quotes clients in the dollar and yen pair and explains that a rise from 148 to 152 means the dollar is stronger and the yen weaker, so his Japanese clients' import costs have just gone up by about 2.7%.

2

Example

A South African wine exporter selling into Sweden finds no direct market between the rand and the krona, so its bank prices the deal as a cross rate through the US dollar and charges a spread on both legs, making the conversion noticeably more expensive than a dollar sale.

3

Example

A fintech startup building a payments app discovers that quoting the euro and dollar pair to four decimal places is standard, but that yen pairs conventionally use two, and has to rewrite its rounding logic before customers notice mispriced transfers.

Think of it

Currency pair shows the exchange rate between two currencies-one expressed in terms of the other.

Formula

Calculation

Formula: Cross rate (A per C) = (A per B) x (B per C) Pip value for a standard lot = 100,000 units of the base currency x 0.0001 = 10 units of the quote currency Trade profit = Position size x (Exit rate - Entry rate) Worked example one, a cross rate. Suppose the euro trades at 1.2000 US dollars per euro, and the US dollar trades at 150.00 Japanese yen per dollar. The euro to yen cross rate is 1.2000 x 150.00 = 180.00 yen per euro. A European exporter selling to Japan can therefore expect roughly 180 yen for each euro of invoice value, before spreads. Worked example two, a position. A treasurer buys one standard lot of 100,000 euros at 1.2000, committing 100,000 x $1.2000 = $120,000. The rate later moves to 1.2050 and she sells, receiving 100,000 x $1.2050 = $120,500. The gain is $120,500 - $120,000 = $500. Expressed in pips, the move was 1.2050 - 1.2000 = 0.0050, or 50 pips, and at $10 per pip for a 100,000 unit position that is 50 x $10 = $500, which matches.

Case study

Seen in the real world.

The following case is illustrative and fictional. Kestrel Instruments, an invented US maker of laboratory scales, agreed its first large Swiss order and asked the finance assistant to record the rate. He wrote the pair the wrong way round in the sales model, entering the number of francs per dollar in a field expecting dollars per franc.

Because the two figures were close to parity, nothing looked obviously wrong, and the error survived two review meetings. The distortion only surfaced when cash arrived and the receipt was several thousand dollars away from the forecast, at which point the controller traced the discrepancy back to a single mislabelled column.

Kestrel's response was unglamorous and effective: every rate field in the model was renamed to state the pair explicitly, and a sanity check flagged any conversion that shifted an invoice by more than 5% from the prior month's rate. The illustrative lesson is that currency pairs cause more damage through simple direction errors than through market volatility.

Watch out

Common mistakes.

  • Reading a pair backwards and concluding a currency has strengthened when the quote convention actually shows it weakening, which reverses the sign on every downstream calculation.
  • Assuming the rate shown on a news website is the rate a business will receive, when retail and corporate conversions include a spread that can be many times the interbank cost.
  • Applying the same pip convention to every pair, forgetting that yen pairs are conventionally quoted to two decimal places rather than four.

Questions

People also ask.

What is the base currency?

It is the first currency named in the pair, always priced as one unit, so the quoted number tells you how much of the second currency it takes to buy that single unit.

Why are some pairs cheaper to trade than others?

Liquidity drives cost, so heavily traded major pairs carry very narrow spreads while thinly traded exotic pairs require the dealer to take more risk and therefore cost more.

Do I need to understand cross rates if I only deal in dollars?

It helps, because a supplier pricing in a third currency will build its own cross rate into your quote, and knowing that lets you ask sensible questions about the spread you are being charged.

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Last updated · September 4, 2026
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