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R-multiple+3Rnet result in units of initial risk
Initial risk (1R)$100.00
Net P/L+$300.00
Gross P/L+$300.00
Fees$0.00
An outsized winner. A handful of trades like this often drive most of a trend-following system's profit.
R-multiple explorer1R = $100.00
Multiple trade analysis
R
R
R
R
R
R
R
R
R
R
Total R+5.2R≈ +$520.00
Average R (expectancy)+0.52Rper trade
Win rate50%5W · 5L · 0 BE
Best / worst+3R / −1R
Avg win / avg loss+1.94R / −0.9R
Profit factor2.16
R distribution by trade
Cumulative R
Across these 10 trades you made +0.52R per trade on average. Risking $100.00 per trade, that is an expected +$52.00 per trade if future trades look like these — a small sample can be misleading, so judge expectancy over 30+ trades.

Not financial advice. Results are estimates based on the values you enter and simplified assumptions; real trades are affected by fees, slippage, gaps and other factors. Trading involves substantial risk of loss. Read the full disclaimer.

What an R-multiple tells you

“R” is your initial risk on a trade: the amount you would lose if the original stop-loss were hit. An R-multiple divides the actual result by that amount. A trade that risked 200 and made 500 is a +2.5R trade. A trade that risked 200 and lost 200 is −1R.

Because every trade is measured against its own risk, R-multiples let you compare a small forex scalp with a large stock swing trade on equal terms. Account size, position size and currency all drop out — what remains is how well the trade paid relative to what it risked.

R-multiple formula

R-multiple = Net P/L ÷ Initial risk From prices (long): (Exit − Entry) ÷ (Entry − Initial stop) From prices (short): (Entry − Exit) ÷ (Initial stop − Entry) Net R = (Gross P/L − Fees) ÷ Initial risk

Always use the initial stop, even if you later moved it. R measures the result against the risk you accepted when you entered; using a trailed stop would make the denominator meaningless.

Worked example

  1. You buy 10 shares at 100 with an initial stop at 95. Initial risk = 5 × 10 = 50.
  2. You sell at 115. Gross P/L = 15 × 10 = 150, which is +3R gross.
  3. Commissions total 5. Net P/L = 145, so the trade is 145 ÷ 50 = +2.9R net.

In money mode the same trade is simply initial risk 50, P/L 150, fees 5. Both modes give identical answers; use whichever matches the data you have.

Average R and expectancy

Once you have a series of R-multiples, their average is your system's expectancy — the average amount you make per trade for every 1 unit risked. An average of +0.4R means that, over many trades, each trade has returned 40% of its risk on average.

Expectancy turns directly into money: risk 100 per trade with +0.4R expectancy and 100 trades, and the expected result is about +4,000. That is why R-based thinking is the bridge between trade quality and position sizing — sizing scales R into currency.

Small samples are noisy. Ten trades say very little; most traders want at least 30 to 50 before drawing conclusions, and more for low-win-rate strategies whose results depend on rare large winners.

R-multiple vs risk/reward ratio

They use the same units but answer different questions. The risk/reward ratio is a plan: a 1:3 setup aims for +3R. The R-multiple is the outcome: maybe you exited early at +1.4R, or the stop slipped and you lost −1.2R.

Comparing the two over time is one of the most useful things a trader can do. If you consistently plan +3R but realise +1.2R on winners, your exits — not your entries — are where the edge leaks.

Common mistakes

  • Recording trades without a defined initial risk. If there was no stop, there is no R. Trades without a stop can't be compared and usually hide the largest losses.
  • Ignoring fees. On short-term trades, commissions and spreads can cost 0.1R–0.3R per trade — enough to turn a positive expectancy negative.
  • Treating −2R losses as bad luck. Losses larger than −1R mean the stop was missed, gapped or widened. They deserve their own review.
  • Judging a system by its total R alone. Look at the distribution: a high total driven by one +15R outlier is a very different system from steady +1R to +2R winners.
Risk Management

Risk/Reward Ratio Calculator

Compare a trade's potential reward with its risk and see the win rate you need to break even.

Entry 100 · Stop 95 · Target 110 → 1:2
Risk Management

Position Size Calculator

Find how many shares, coins, lots or contracts to trade so a stop-out costs exactly what you planned.

$10,000 · 1% risk · 5 point stop → 20 units
Performance & Returns

Compound Growth Calculator

Model how repeated gains, losses, risk per trade and deposits shape your equity curve over time.

$1,000 · +1% × 10 trades → $1,104.62

Learn the concepts

R-Multiple calculator FAQ

What is a good average R-multiple?

Anything reliably above zero after costs is a positive-expectancy system. Many discretionary traders operate between +0.1R and +0.5R per trade. Higher averages are usually found in lower-frequency strategies, so compare expectancy together with how many trades you can take.

Can an R-multiple be worse than −1R?

Yes. Slippage, gaps, moving the stop further away, or adding to a losing position all create losses larger than the planned risk. These are the trades to study first, because a few −3R losses can erase the profit of many winners.

Which R should I use if I scaled into a position?

Use the total risk of the full position at its initial stop. If you added at a different stop, sum the risk of each part. The R-multiple is then total net P/L divided by that total initial risk.

How is profit factor related to R-multiples?

Profit factor is the sum of all winning R divided by the absolute sum of all losing R. A profit factor of 2 means winners made twice what losers cost. It is shown in the multiple-trade analysis next to the average R.