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Learning path Bronze Understand and protect

R-multiple

Normalizes a trade's net result by its initial 1R risk; useful in a journal, but not proof by itself of skill, edge, or profitability.

Quick definition — An R-multiple expresses a trade's realized net result as a multiple of its initial monetary risk, 1R. It allows trades of different sizes to be read on the same scale, but it does not prove skill or a statistical edge by itself.

The concept begins with a decision made before the trade. The initial 1R is the planned monetary loss derived from the entry, invalidation level, and position size. It is not the capital invested, the margin required, the worst possible loss, or a value recalculated after seeing the outcome.

Realized R-multiple = realized net P&L / planned initial risk (1R)

Net P&L uses the actual entry and exit fills and deducts explicit costs. Slippage is already reflected in actual execution prices and must not be deducted a second time. If 1R was not defined before entry or cannot be reconstructed reliably, mark the multiple as not assessable rather than inventing it.

From initial risk to realized multiple

Calculating a realized R-multiple in four steps The diagram fixes an initial risk of 80 dollars, uses a gross profit of 160 dollars from actual fills, deducts 6 dollars in costs, and obtains a result of plus 1.93R. Example: from the plan to +1.93R 1. Freeze 1R $80 planned risk 2. Use the fills +$160 gross P&L 3. Calculate net −$6 explicit costs 4. Divide by 1R +1.93R $154 / $80 An R-multiple describes an outcome; alone, it proves neither skill nor edge.
The denominator remains the 1R fixed before the trade; the numerator uses the net result from actual fills.

Essential examples

With an initial 1R of $80:

Realized net result Calculation R-multiple
−$92 −92 / 80 −1.15R
−$40 −40 / 80 −0.50R
+$154 154 / 80 +1.93R
$0 0 / 80 0R

A loss can exceed −1R: a stop price is not guaranteed, and gaps, liquidity, or costs may worsen execution. A partial exit can instead produce fractions such as +0.35R. Round only the final result, while retaining original amounts and fills in the trading journal.

Planned and realized

Metric When Question answered
Before the trade What potential gross return am I comparing with 1R?
Planned R-multiple Before the trade What result in R would the scenario produce if executed as assumed?
Realized R-multiple After closing What was the net P&L relative to the initial 1R?

Do not substitute the target for the realized result. If the plan indicated +2R but fills, partial exits, and costs produce +1.63R, the journal must record +1.63R.

What it can compare — and what it cannot

The R-multiple reduces the effect of currency and monetary size: +1R means that the net result is numerically equal to the chosen initial risk, whether 1R is $20 or $2,000. This helps compare trades made under consistent rules.

It does not automatically make differently defined risks comparable. A 1R based on a realistic stop and estimated costs is not equivalent to an arbitrary 1R; likewise, +5R obtained from a few selected trades does not prove ability, statistical edge, future profitability, or an acceptable risk of ruin.

To analyze a series, accompany the multiples with the observation count, period, costs, mean and median, dispersion, drawdown, rule changes, and plan violations. A positive average R describes the observed sample; attributing it to an edge requires representative data, out-of-sample stability, and uncertainty analysis.

Recording procedure

  1. Before entry, record the timestamp, position size, planned entry, invalidation, and monetary 1R.
  2. At close, import every fill and reconstruct the gross P&L of the quantities actually executed.
  3. Deduct commissions and other applicable costs; do not count slippage already reflected in fills twice.
  4. Divide net P&L by the initial 1R and retain extra decimal places before rounding for reports.
  5. If a reliable denominator is missing, record “N/A” and correct the process from the next trade onward.
  6. Evaluate a complete distribution, not the best trade or the isolated total R.

Limitation — The R-multiple is sensitive to how 1R is defined. Changing the denominator after the trade, ignoring costs, or using only selected trades makes the comparison misleading.

Sources