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Win rate vs risk reward calculator

Being right isn't the goal. Making more when you're right than you lose when you're wrong is.

Average result per trade

Break-even win rate
Likely longest losing streak
Expected result after all trades

Try it: one random run of these trades

Each run draws wins and losses at random with your win rate. Run it a few times; the same numbers give very different paths.

My money plan

Next step: Turn your risk per trade into a position size: Position size calculator →

Risk simulator: what could a losing streak do to me?

Uses the win rate, win size, number of trades and risk per trade above, and plays them out thousands of times. Each trade risks a fixed share of the current balance.

Same seed = same result

Typical ending balance (median)
Bad case (5th percentile)
Good case (95th percentile)
Chance of a drop of 20% or more
Chance of a drop of 30% or more
Chance of a drop of 50% or more
Chance of falling below half the start
Longest losing streak (median / bad case)
Balance over the trades: the middle line is the median run, the dark band holds the middle half of all runs, the light band 90% of them.
Fan chart of balance percentiles over the trades
Show the numbers
Balance percentiles by trade number
Trade5th25thMedian75th95th
Deepest drop from a peak in each run (maximum drawdown): share of runs per range. Labels on the axis are the start of each range, in %.
Histogram of maximum drawdown
Show the numbers
Share of runs by maximum drawdown
Deepest dropShare of runs

How to use the calculator

  1. Set Win rate to the share of your trades that end in profit. Use your written trade record, not memory.
  2. Set the slider Average win is … × the average loss to how big your typical win is compared with your typical loss (your reward:risk).
  3. Enter the Number of trades you want to look ahead, and your Risk per trade (%).
  4. Read the average result per trade (in R, the amount you risk), the break-even win rate, and the losing streak you should expect.
  5. Press Simulate several times. Each run shows one random path with the same odds: the ups, downs and streaks are all normal.
  6. Then use the risk simulator below the calculator: it plays the same numbers out thousands of times and shows the typical, bad and good outcome, how often the account drops 20%, 30% or 50%, and the longest losing streaks.

What it's good for

  • Shows that you don't need to be right most of the time; you need wins bigger than losses.
  • Prepares you mentally for losing streaks, which is when most people abandon a sound approach.
  • The break-even win rate tells you instantly whether a style of trading can work at all.

Where it falls short

  • The result is only as good as the numbers you enter. Most people overestimate their win rate.
  • It assumes every trade has the same odds and the same size of win and loss. Real markets change.
  • Fees and slippage aren't included; they lower the real result.
  • The losing streak is a typical value, not a maximum. Longer streaks happen.

How it's calculated

Formula. Expectancy (in R) = win rate × reward:risk − (1 − win rate). Break-even win rate = 1 ÷ (1 + reward:risk). Typical longest losing streak ≈ log(trades) ÷ log(1 ÷ loss rate).

Worked example. A 40% win rate with wins twice the losses: 0.4 × 2 − 0.6 = +0.2R per trade. Break-even at 2:1 is 33.33%. Over 100 trades, expect a losing streak of about 9.

Assumptions.

  • Every trade has the same odds and the same win and loss sizes, and trades are independent.
  • The single-run chart draws random outcomes in your browser; each run is different.
  • The risk simulator risks a fixed share of the current balance per trade and uses a seeded random generator (mulberry32), so the same seed always gives the same result. Its average is tested against the exact expected value start × (1 + risk × (win rate × R − loss rate))^trades.

Formula checked 2026-10-23 and covered by automated tests. See the editorial policy and methodology.

What drawdown means, and why the simulator shows a range

A drawdown is how far your account falls from its last high point before it recovers. A 30% drawdown means that at some point you were 30% below your best balance. It's also the part you have to sit through, so it's worth knowing in advance how deep it can get.

The expectancy above is an average. Real results come in one order only, and the order matters. The simulator plays the same rules out thousands of times with different random orders of wins and losses, so you see the spread: a typical run, a bad one (only 5 in 100 runs are worse) and a good one.

1% or 5% per trade: the same edge, a different life

Take a 40% win rate with wins twice the losses, 100 trades and 10,000 to start: a real edge. Here is what the simulator gives for 2,000 runs (seed 1):

Risk per tradeBad case (5th)MedianDrop ≥ 30%Drop ≥ 50%Below half the start
1%9,51512,0810.1%0%0%
5%6,45320,85186.4%25.5%8.6%

At 5% the median ends higher, which is exactly why big risk is tempting. But the price is a deep drop in almost every run (86.4% of runs fall 30% or more from a peak, 25.5% fall by half), and the bad case ends at 6,453, a loss of 35.5%. At 1% the bad case ends at 9,515 (4.9% down): boring, and easy to recover from. The losing streaks are the same in both (7 in a row typically, 12 in a bad case): only the damage they do changes.

What the simulator can't know

  • Trades are treated as independent. In real markets losses cluster: a strategy can stop working for months.
  • Every win and every loss is the same size. Real results vary, and gaps can make a loss bigger than 1R.
  • No fees, spreads or taxes. They lower every result a little, and the more you trade, the more.
  • Your win rate is an estimate. If it comes from a small number of trades, the real one may be lower.

Expectancy, in plain words

Expectancy is what you make on average per trade, measured in "R", the amount you risk. With a 40% win rate and wins twice the size of losses: 4 wins × 2R = 8R, minus 6 losses × 1R = 6R, so you're up 2R every 10 trades, or +0.2R per trade. Lose 60% of the time, still make money.

The break-even win rate is 1 ÷ (1 + reward:risk). At 2:1 you need just over 33%; at 3:1, 25%; at 4:1, 20%.

The table most beginners never see

Average result per trade (in R) by win rate and reward:risk
Win rate1:11.5:12:13:14:1
30%-0.4-0.25-0.1+0.2+0.5
35%-0.3-0.12+0.05+0.4+0.75
40%-0.20+0.2+0.6+1
45%-0.1+0.13+0.35+0.8+1.25
50%0+0.25+0.5+1+1.5
55%+0.1+0.38+0.65+1.2+1.75
60%+0.2+0.5+0.8+1.4+2

Break-even win rates: 1:1 → 50%, 1.5:1 → 40%, 2:1 → 33.33%, 3:1 → 25%, 4:1 → 20%.

What I've learned

  • Low win rates are normal for trend-following. In my experience, being right somewhere around 35–48% of the time with wins 2 to 4 times bigger than losses is realistic. It feels like losing most days, and it can still work.
  • Cutting winners early destroys the maths. If fear makes you take 1R instead of 2R, a 40% win rate turns from profitable to losing.
  • Plan for the streak, not the average. A run of 8–10 losses will happen eventually. If that streak would break you financially or emotionally, your risk per trade is too big.
  • Your numbers must come from a record. Write down every trade. A win rate you remember is always higher than the one you have.

Questions

What is "R"?
The money you risk on one trade: the distance from entry to stop times the number of shares. Measuring results in R lets you compare trades of any size. The position size calculator sets R for you.
How is the losing streak estimated?
With a common approximation for the longest run of losses expected in a number of trades: log(trades) ÷ log(1 ÷ loss rate). It's a typical value, not a maximum. Longer streaks are possible.
Is a high win rate better?
Only together with the size of wins and losses. A 70% win rate with losses three times bigger than wins loses money.

Sources · last checked

Formula: see "How it's calculated" above; tested against the worked example shown there.

Last reviewed

Education, not advice. I'm not a financial adviser and I don't know your situation. These tools show the maths behind common rules of thumb; check important decisions with a qualified professional. Full disclaimer.