Pip value per pair — why it is not always 10 dollars

Pip value measures monetary sensitivity to a one-pip price change at a specified position size and conversion rate. In the hypothetical linear FX examples below, one lot contains 100,000 base-currency units and the account is in USD: EUR/USD gives 10 USD per pip, USD/JPY at 150 gives about 6.67 USD, and EUR/GBP with GBP/USD at 1.27 gives 12.70 USD. These are gross price sensitivities, before separate charges. Understanding the difference lets you calculate position size in account currency rather than reuse the same lot number on every pair.

What pip value actually is

A pip is a conventional standard price unit, distinct from the instrument’s smallest quoted tick or point — the fourth decimal place for most pairs (0.0001) and the second decimal for yen pairs (0.01). If you are not sure where that unit comes from, start with the piece on what a pip is and how much it is worth in EUR/USD; here I assume the pip is clear to you and focus purely on its money value.

Pip value answers a different question: what money change corresponds to one pip for this position? For an open trade, a price change normally affects unrealised P/L rather than immediately changing the cash balance. The calculation depends on position units, the stated pip convention and the quote-to-account currency conversion. If the currency roles are unclear, see base currency versus quote currency. A fifty-pip move can therefore produce different account-currency amounts across pairs.

Pairs with the dollar as the quote currency — the simple case

For the examples here, assume one standard lot contains 100,000 base-currency units and one pip is 0.0001 quote-currency units per base unit. EUR/USD, GBP/USD, AUD/USD and NZD/USD then give 100,000 × 0.0001 = 10 USD per pip on a USD account. That quote-currency value stays constant when the pair price changes, provided the units and pip convention stay fixed; check the actual symbol contract instead of assuming every product uses this lot size.

Under the linear FX model used here, 100,000 base-currency units multiplied by a pip size of 0.0001 quote-currency units per base unit gives 10 quote-currency units per pip. For EUR/USD on a USD account that is 10 USD before separate charges. With a fixed contract size and pip convention, pip value is constant in the quote currency. A different account currency requires conversion, and a different contract or pip convention requires a fresh calculation.

Pairs with the dollar as the base currency — variable value

When the dollar moves to the left and becomes the base currency — USD/JPY, USD/CHF, USD/CAD — things get more involved, because the pip result is born in a foreign currency and has to be converted back into dollars. The logic: take 100,000 units times the pip size to get a value in the quoted currency, then divide it by the pair's rate.

Take USD/JPY at 150. A pip is 0.01 yen, so on a full lot a one-pip move is worth 100,000 × 0.01 = 1,000 yen, and dividing by the rate gives 1,000 / 150 = 6.67 dollars. For USD/CHF at 0.90 a pip is 0.0001 francs — 10 francs on a lot — and dividing by 0.90 gives 11.11 dollars.

The key takeaway: pip value drifts along with the rate. When USD/JPY climbs from 150 to 160, one pip stops being worth 6.67 dollars and falls to 6.25 (1,000 / 160). The difference is tiny on a single trade but grows with the number of lots and the frequency of trading. A trader who memorised the USD/JPY pip a year ago is, after a larger move, working with stale data.

Crosses without the dollar — converting through a helper rate

The most arithmetic is demanded by pairs with no dollar at all — the crosses: EUR/GBP, EUR/JPY, GBP/JPY, AUD/NZD. The pip value first arises in the quoted currency, and to bring it down to your dollar account you need a helper rate: a separate pair linking that currency to the dollar.

On EUR/GBP at 0.86 one pip on a full lot is 100,000 × 0.0001 = 10 pounds. We turn the pounds into dollars through GBP/USD; at 1.27 that is 10 × 1.27 = 12.70 dollars per pip — more than on EUR/USD, even though you trade the same single lot. GBP/JPY and EUR/JPY settle in yen, so they behave like any yen pair: 100,000 × 0.01 = 1,000 yen, and dividing by USD/JPY at 150 gives 6.67 dollars.

At the assumed rates and units, GBP/JPY has a lower USD value per pip than EUR/USD, whereas EUR/GBP has a higher one. That comparison does not rank the pairs by risk: price volatility, stop distance, conversion changes and position size also matter. Pip value measures monetary sensitivity to a stated unit of movement.

Smaller lots and converting into your home currency

All the numbers above refer to a full lot of 100,000 units. Most beginners trade smaller positions, and pip value scales in direct proportion. A mini lot is one tenth of a full one, so the pip is ten times smaller; a micro lot is one hundredth, so the pip shrinks a hundredfold. To understand position sizes themselves, reach for the text on how a standard, mini and micro lot differ.

For a hypothetical PLN account, assume USD/PLN is 4.00 PLN per USD and ignore conversion charges. Multiply the USD amount by four: an EUR/USD pip is 40 PLN for 100,000 EUR, 4 PLN for 10,000 EUR and 0.40 PLN for 1,000 EUR. For another account currency, use the appropriate conversion quote and its units; a quote in the opposite direction requires division. Provider conversion rates and charges can differ from this simple model.

Why all of this matters for position size

Pip value is not an arithmetic curiosity — it is the missing link between your risk percentage and the number of lots you type into the platform. The rule is simple: the planned price loss in this linear model equals stop distance in pips times pip value per full lot times volume in lots. Use the relevant conversion rate, allow for fees and worse stop execution, and check margin separately. This planned-stop calculation is not a guaranteed maximum loss. This is the heart of disciplined risk management, where the number of lots follows from the risk rather than from habit.

Assume a 10,000-dollar account, a risk of 1 percent (100 dollars) per trade, and a 50-pip stop loss on every pair. The number of lots then comes out completely differently for different instruments, even though the declared risk is identical.

A hypothetical 0.20-lot position would have a planned fifty-pip price loss of 100 USD on EUR/USD, about 111.11 USD on USD/CHF at 0.90 and about 66.67 USD on USD/JPY at 150. Recalculate for the actual units and conversion. The article on how to calculate position size so you do not lose more than 1 percent explains a chosen budgeting model; an ordinary stop does not guarantee that ceiling. For reconciliation with the account statement, see why the profit shown in your account is sometimes smaller than the price move times the position size: use actual fills, conversion and separately booked charges, without subtracting spread twice.

What to do once you close this page

1. Check the pip value in your own platform. In MT5, open each symbol’s Specification from Market Watch and check contract size, tick size and available tick-value properties. Convert the symbol’s tick/point units to your stated pip convention. A broker calculator or a script using OrderCalcProfit can estimate an entry-to-exit result in account currency; the standard new-order ticket does not provide a universal pip-value field.
2. Work out the pip by hand for your favourite pair. Take the current rate and apply the formula: the actual contract size times the pip size, then convert the quote-currency amount using the units of the conversion quote. GBP to USD at GBP/USD multiplies; JPY to USD at USD/JPY divides. Check that your figure agrees with the platform — if it does, you understand the mechanism instead of trusting the software blindly.
3. Record the assumptions beside the figure. Write down position units, pip convention, account currency and conversion rate alongside the estimated pip value. Refresh the estimate when these inputs change; a remembered number without its assumptions can become misleading.
4. Recompute the position size for two pairs at the same risk. Fix your risk percentage and your typical stop loss, then calculate the number of lots separately for a dollar pair and for a cross. See how far they must differ to keep the money risk identical — this habit separates deliberate sizing from guesswork.