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Currency Pairs: Why Everything Is Quoted Against Something Else

Beginner9 min readLesson 2 of 12

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In short

A currency has no price on its own. It only has a price in terms of another currency, which is why FX is quoted in pairs and why every position in this market is simultaneously two positions.

That is the first thing to absorb, and it is more consequential than it sounds: there is no way to hold a view on one currency alone — a trade-weighted basket approximates a single-currency view, but it is still a set of pairs. Buying dollars against Meridian marks is a bet on the dollar and against the mark, and if you are right about the dollar but more wrong about the mark you lose. This article covers how pairs are written, the conventional tiers — majors, minors, exotics — and what actually differs between those tiers, which is liquidity and cost rather than prestige.

How a pair is written, and what the number means

A pair is written as two currency codes: USD/MRD. The first is the base currency, the second the quote currency (also called the counter or terms currency). The number tells you how many units of the quote currency one unit of the base is worth. So USD/MRD at 1.2500 means one dollar buys 1.25 Meridian marks. Four things follow, and the third catches people out. Buying the pair means buying the base and selling the quote. Buying USD/MRD is buying dollars, funded by selling marks. Selling the pair is the reverse. There is no way to do one without the other. A rising number means the base strengthened against the quote, not that either currency did anything in isolation. USD/MRD moving from 1.2500 to 1.3000 means the dollar bought more marks — which could be because the dollar strengthened, the mark weakened, or both by different amounts, and the rate alone cannot tell you which. The convention is fixed by market practice, not logic, and inverting it is a genuine source of error: some currencies are conventionally quoted as the base and some as the quote, so the same economic relationship appears one way round in one pair and the other way round in another. Reading a chart without checking which currency is the base is how people take the position opposite to the one they intended. And the reciprocal is the same information. If USD/MRD is 1.2500 then MRD/USD is 1 ÷ 1.2500 = 0.8000 — one mark buys eighty cents. Same relationship, different arrangement. Crosses. A pair that does not include the US dollar is called a cross. Historically crosses were computed through the dollar — to price MRD against the Kessari drachm you would go MRD to USD to KSD — and many are now quoted directly, but the arithmetic still explains why crosses in less-traded currencies carry wider costs: you are effectively bearing two spreads rather than one, whether or not the platform shows them separately.

The three tiers, and what actually separates them

Majors are the pairs involving the US dollar against the handful of most heavily traded currencies — the dollar features on one side of the great majority of all FX turnover, which is why the tier is defined around it. These pairs have the deepest liquidity, the narrowest spreads, the most continuous quoting, and the widest range of participants. Minors — often called crosses in retail platforms — pair major currencies with each other without the dollar, or bring in currencies that are heavily traded but less so than the top group. Liquidity is good but thinner, spreads wider. Exotics pair a major currency against the currency of a smaller or less liquid economy. Here the differences become material rather than marginal, and there are five of them worth naming. Spreads are dramatically wider — the difference between a fraction of a pip and tens of pips, which the spreads article quantifies and which for a leveraged position is the dominant cost. Liquidity is concentrated in local hours and can thin severely outside them, so the continuous-market description from the opening article holds much less well. Gaps and jumps are more common, because a shallower market absorbs less before the price moves — the depth point from Pillar 6 applied to currencies. Political and policy events dominate, and exotic currencies are more often subject to intervention, capital controls, or abrupt regime change, which the regimes article covers. And interest-rate differentials are typically much larger, which has two consequences: financing costs on a leveraged position can be substantial in either direction, and these are the currencies at the centre of the carry trade and its crash pattern. The tiers are not a quality ranking and not a risk ladder in the way they are sometimes presented. An exotic currency is not inherently a worse thing to hold than a major — the currency of a growing economy with high real rates is not defective. What the tier tells you is how expensive and how fragile the trading conditions are, and for a leveraged retail position those conditions matter more than any view about the underlying economies. That is the honest reading: majors and exotics differ in transaction cost, liquidity, and gap risk, and those differences are large enough to change outcomes independently of whether a directional view was right.

Worked example

Worked example

Worked example (fictional; figures computed). Two pairs at this pillar's canonical quotes. USD/MRD at 1.2500, spread 1.2 pips — a major-equivalent, quoted to four decimals so one pip is 0.0001. USD/KSD at 18.40, spread 14 pips — an exotic-equivalent, quoted to two decimals so one pip is 0.01. Read the quotes first. One dollar buys 1.25 marks, or 18.40 drachms. Reciprocally, one mark buys $0.8000 and one drachm buys about $0.0543. Now the cross. MRD/KSD computed through the dollar is 18.40 ÷ 1.2500 = 14.72 — one mark buys 14.72 drachms. A reader constructing this cross bears both underlying spreads, so its effective cost exceeds either leg. Now the cost difference, which is the point. On a standard 100,000-unit position: the USD/MRD spread of 1.2 pips is 12 marks, or $9.60. The USD/KSD spread of 14 pips is 14,000 drachms, or $760.87. That is roughly seventy-nine times more for the same nominal exposure, and it is surrendered before either position moves at all. The reason the gap is so much larger than the pip counts suggest is that a pip means a different thing in each pair: on a two-decimal quote a pip is a hundred times larger than on a four-decimal quote, so comparing pip counts across pairs is meaningless without the pip size. Now express it against capital rather than notional, which is what a leveraged account actually experiences. At 50:1 leverage a 100,000-unit position requires $2,000 of margin. The mark spread is 0.48% of that margin. The drachm spread is 38% of it. A position must gain 38% on committed capital merely to return to breakeven, and that figure is a mathematical consequence of leverage multiplying a percentage-of-notional cost: the 14-pip spread is about 0.76% of notional, and 0.76% multiplied by fifty is 38%. Neither pair is recommended and neither is better. The arithmetic simply shows that pair selection is a cost decision before it is anything else, and that leverage converts a modest-sounding spread into a large fraction of the money at risk. (All names fictional; quotes and spreads from this pillar's canonical parameter set, computed at the standard pip conventions the pips and lots article sets out.)

Frequently asked

9 questions

Why are currencies always quoted in pairs?

Because a currency has no price on its own — only a price in terms of another currency. That also means every FX position is simultaneously two positions: buying dollars against marks is a bet on the dollar and against the mark, and being right about one but more wrong about the other still loses.

What do the base and quote currencies mean?

In USD/MRD, USD is the base and MRD the quote. The number says how many units of the quote one unit of the base buys — so 1.2500 means one dollar buys 1.25 marks. Buying the pair means buying the base and selling the quote.

If the number rises, which currency got stronger?

The base strengthened relative to the quote — but the rate alone can't tell you why. A move from 1.2500 to 1.3000 could be the dollar strengthening, the mark weakening, or both by different amounts.

Why does the order of the pair matter so much?

Because the convention is set by market practice rather than logic, so the same economic relationship appears one way round in one pair and the other way round in another. Reading a chart without checking which currency is the base is how people end up taking the opposite position to the one they intended.

What is a currency cross?

A pair that doesn't include the US dollar. Historically crosses were computed through the dollar, and although many are now quoted directly, that arithmetic explains why crosses in less-traded currencies cost more: you effectively bear two spreads rather than one, whether or not the platform itemises them.

What's the difference between majors, minors, and exotics?

Liquidity and cost, principally. Majors are the dollar against the most heavily traded currencies, with the deepest liquidity and narrowest spreads. Minors pair major currencies with each other or bring in slightly less traded ones. Exotics pair a major against a smaller or less liquid economy's currency, where spreads are dramatically wider, liquidity concentrates in local hours, gaps are more common, policy events dominate, and interest-rate differentials are much larger.

Are exotic currencies worse?

Not as currencies — the currency of a growing economy with high real rates isn't defective, and the tiers aren't a quality ranking. What the tier tells you is how expensive and how fragile the trading conditions are. For a leveraged position those conditions can change the outcome independently of whether a directional view was right.

Can I compare spreads across pairs by counting pips?

No, and this is a common and expensive mistake. A pip is not a fixed quantity: on a pair quoted to four decimals a pip is 0.0001, while on one quoted to two decimals it is 0.01 — a hundred times larger. So a 14-pip spread on a two-decimal pair is not roughly ten times a 1.2-pip spread on a four-decimal pair; on the illustration in this article it is about seventy-nine times the cost.

How much difference does the spread actually make?

Far more than most pair descriptions suggest, once leverage is included. On the illustration here, opening and closing a standard position costs about $9.60 on the major-equivalent pair and about $761 on the exotic-equivalent one. Measured against the $2,000 of margin a 100,000-unit position requires at 50:1, that second figure is 38% of the capital committed — so the position must gain 38% on that capital just to break even. Leverage multiplies a percentage-of-notional cost by the leverage factor, which is how a 0.76% spread becomes 38%.

References

Educational and informational only — not investment advice, a recommendation, or an offer to buy or sell any security. Investing involves risk, including the possible loss of principal. Worked examples use fictional companies and figures.