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Trading Expectancy Calculator

Calculate the average expected dollar return per trade across statistical samples.

๐Ÿ“ Expectancy Input Parameters

Enter values and click Calculate

Determining Your Mathematical Edge in Trading

Trading expectancy (Expected Value or EV) represents the average dollar amount you can expect to win or lose per trade over a large sample size of trades. A positive expectancy proves that your trading strategy possesses a genuine statistical edge over market noise and transaction friction.

Traders calculate expectancy during backtesting and live journal auditing to evaluate strategy rules, test risk management consistency, and set realistic monthly income expectations based on average trade frequency.

Mathematical Expectancy Formula Breakdown

Expectancy combines win probability, loss probability, average payout amount, and average loss amount:

Win Probability (W) = Win Rate % / 100

Loss Probability (L) = 1 - Win Probability

Expectancy ($) = (W ร— Average Win $) - (L ร— Average Loss $)

Step-by-Step Worked Example

Assume your trade journal metrics demonstrate a 55% Win Rate, an Average Win of $200, and an Average Loss of $100.

  1. Determine Probabilities: Win Rate = 0.55; Loss Rate = 0.45.
  2. Calculate Expected Win Contribution: 0.55 ร— $200 = +$110.00.
  3. Calculate Expected Loss Contribution: 0.45 ร— $100 = -$45.00.
  4. Calculate Net Expectancy: $110.00 - $45.00 = +$65.00 Expected Return per Trade.

This means across a sample size of 100 trades, your strategy is statistically projected to generate $6,500 in total net profit ($65.00 ร— 100 trades).

Common Mistakes Traders Make

Frequently Asked Questions

What is R-multiple expectancy?
R-multiple expectancy expresses EV in terms of risk units (R) rather than fixed dollars. EV (R) = (Win Rate % ร— Reward R) - (Loss Rate % ร— 1R).

What should I do if my expectancy is negative?
If EV is negative, pause live trading. Refine your entry criteria to raise win rate or adjust profit targets to increase average win size relative to loss size.

Risk Note: Statistical expectancy calculations assume strict compliance with stop loss and risk rules. Emotional trading decisions invalidate mathematical EV models.

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