Plan a Trade · Lesson 9 of 9
Journaling and Expectancy
Why win rate alone misleads, how to calculate expectancy, how many trades a result needs, and a weekly review loop that grades process separately from profit.
In this lesson
- Calculate expectancy from win rate, average win and average loss
- Explain why a high win rate can still lose money
- Judge how many trades a result needs before it means much
- Run a review loop that grades process separately from outcome
One trade tells you almost nothing. It can win on a bad decision or lose on a good one. A set of trades, recorded the same way every time, starts to show whether a way of trading has an edge — and that’s the job of a trading journal. The point isn’t to judge yourself trade by trade; it’s to collect enough honest records for patterns to show. Practice trades count too: paper trading builds the same habit, though simulated fills are gentler than real ones. This lesson covers the number a journal is built to estimate, expectancy, and the review habit that turns entries into improvement.
The expectancy formula
Expectancy is the average result per trade over many trades: (win rate × average win) − (loss rate × average loss). The win rate is only half of it. The other half is how big wins are compared with losses — the payoff ratio, average win ÷ average loss, which is the realized version of reward-to-risk ratio. Many traders also measure results in R, multiples of the risk they planned: risking $100 and making $250 is +2.5R. R lets you compare trades of different sizes. Expectancy is an average over many trades, not a forecast for the next one: a positive number can sit right next to a long losing run.
Example Consider this example: two practice journals
Journal A wins 70% of its trades, with an average win of $100 and an average loss of $300: 0.70 × $100 − 0.30 × $300 = $70 − $90 = −$20 per trade. Journal B wins only 40%, with an average win of $300 and an average loss of $100: 0.40 × $300 − 0.60 × $100 = $120 − $60 = +$60 per trade. Now subtract costs. If commissions and slippage average $8 per round trip, B earns about $52 per trade and A loses about $28. The journal that wins more often is the one losing money. In R, journal B reads 0.40 × 3R − 0.60 × 1R = +0.6R per trade, if its planned risk was $100 and losses hit it in full.
The break-even win rate follows from the payoff ratio: 1 ÷ (1 + payoff ratio). At 2:1, a 33% win rate breaks even. At 1:1, it takes 50%. At 1:3 — wins a third the size of losses — it takes 75%. That’s why structures that collect a small credit against a larger maximum loss need high win rates just to stay even. The iron condor in the defined-risk lesson risked $380 to make $120, a payoff ratio of about 0.32, which needs roughly a 76% win rate if every trade ended at a full gain or a full loss.
How many trades is enough?
Results from a few trades are mostly noise. Take a way of trading whose true win rate is exactly 50%. Over 20 trades it will usually show anywhere from about 30% to 70% winners: 6 to 14 wins out of 20 covers roughly 95% of outcomes. Over 100 trades the usual range narrows to about 40% to 60%. So treat 20 trades as a sketch and 100 as the start of evidence. Streaks are part of the noise, too. With a 40% win rate, a run of six or more straight losses somewhere in 100 trades shows up about 87% of the time, so a streak alone isn’t proof that something broke. Two habits help the sample size work for you: keep the rules the same while you collect results, and change only one thing at a time so you can tell what made the difference.
Record
For every trade, and for setups you chose to skip: the plan, entry and exit, the result in R, the regime and zone it relied on, whether you followed the plan, and one line on how you felt. A screenshot of the chart at entry shows what you actually saw.
Tag
Label each entry with the idea behind it — for example “zone hold” or “range break” — so you can compare like with like. Tagging the regime as well shows whether an idea behaves differently on Calm and Volatile days.
Grade the process
Score each trade on whether it followed the plan, separately from whether it made money. A rule-breaking win gets a low grade even though it paid.
Review weekly
Work out expectancy per tag, next to the number of trades behind it. A tag with eight trades is a question, not an answer. Include costs, since commissions and slippage come out of every trade.
Change one thing
Pick one rule to keep or adjust, write it down, and collect another batch before judging it. Change three rules after a bad week and you won’t know which one helped or hurt.
Followed the plan
- Won: an earned result. Keep the rule.
- Lost: a well-executed loss. The plan did its job by keeping the loss small.
Broke the plan
- Won: an unearned result. Flag it so the win doesn’t teach the wrong habit.
- Lost: fix the rule break before judging the idea.
Check your understanding
5 questions. Answer each one, then open “Show answer” to compare.
Question 1 of 5 A practice journal shows a 45% win rate, an average win of $240 and an average loss of $120. What is its expectancy per trade, in dollars, before costs?
$Show answer
Answer: 42 $ (anything within ±0.5 $ counts).
0.45 × $240 = $108. 0.55 × $120 = $66. $108 − $66 = $42 per trade.
Show answer
Answer: B. −$10
0.80 × $50 = $40, and 0.20 × $250 = $50. $40 − $50 = −$10. A high win rate can’t make up for losses five times the size of the wins.
Question 3 of 5 Average wins are three times average losses, a 3:1 payoff ratio. What win rate breaks even before costs, in percent?
%Show answer
Answer: 25 % (anything within ±0.5 % counts).
1 ÷ (1 + 3) = 0.25. Check: 0.25 × 3 − 0.75 × 1 = 0. Costs push the real break-even a little higher.
Show answer
Answer: B. It’s too early to tell: a strategy with a true 50% win rate wins 13 or more of 20 about 13% of the time
Twenty trades can’t separate skill from luck: a coin-flip strategy reaches 13 wins about one time in eight. And win rate alone says nothing about expectancy without the size of wins and losses.
Show answer
Answers: A. The plan written before entry, including the invalidation · B. The result in R, multiples of the risk you planned · C. Whether you followed the plan
Losing trades hold many of the lessons, so they belong in the journal too. The plan, the R result and a followed-the-plan grade let you compare trades and grade process separately from outcome.
Key takeaways
- Expectancy = win rate × average win − loss rate × average loss, and costs come off the top.
- Win rate alone means little: the break-even win rate is 1 ÷ (1 + payoff ratio).
- Twenty trades are a sketch and a hundred are the start of evidence; change one rule at a time.
- Grade process separately from profit: a rule-breaking win is a warning, not a lesson.
Try it in StratosHedge
Log your next practice trades in the Trade Journal with a “practice” tag, so they aren’t confused with real trades, plus a tag for the idea behind each one. Put the plan, the result in R and a process grade in the notes. Once you have 20 entries, use the Journal’s win rate, average win and average loss to work out expectancy, then repeat it by hand for each tag.
Start a practice journal Needs: Advance plan
Key terms
- Trading journal
- A record of each trade’s plan, entry, exit, result and what you were thinking. Reviewing it reveals patterns no single trade can show.
- Paper trading
- Practicing with simulated money instead of real money. It builds process, but fills, slippage and emotions are gentler than in real trading.
- Expectancy
- The average a set of trades makes or loses per trade over many trades: win rate × average win minus loss rate × average loss.
- Win rate
- The share of trades that make money. On its own it says little: a 70% win rate still loses if the losses are much bigger than the wins.
- Payoff ratio
- Average win divided by average loss over a set of trades. It’s the realized version of reward-to-risk and sets the break-even win rate: 1 ÷ (1 + payoff ratio).
- Reward-to-risk ratio
- Potential gain to your target divided by potential loss to your invalidation. Risking $100 to make $200 is 2:1.
- R (R-multiple)
- A trade’s result measured in units of the risk you planned. If you risk $100 and make $250, that’s +2.5R.
- Sample size
- How many trades or observations a result rests on. Ten trades can’t separate skill from luck; results usually need dozens to hundreds.
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Educational content, not investment advice. Lessons describe how markets and models tend to behave. They don’t tell anyone what to buy, sell or hold. Interactive examples use illustrative sample data, and simulator results are simulated — not actual trading. Options involve risk and are not suitable for all investors.
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