EV Calculator
Expected value (EV) is the single number that separates sharp betting from gambling. A positive-EV bet does not guarantee a win — variance runs the short term — but it is the only edge that compounds reliably over hundreds of bets.
The formula is straightforward: EV = stake × (decimal odds × true probability − 1). If EV is positive, the offered price exceeds the fair price implied by your probability estimate. BetEdge uses this exact formula to evaluate every pick before publishing. Enter your numbers below.
Expected value
+€10.00
ROI
+10.00%
How to use the EV Calculator
- 1
Enter your stake in EUR — the amount you plan to bet.
- 2
Enter the decimal odds from the bookmaker (e.g. 2.0 for an even-money line).
- 3
Enter your true-probability estimate as a percentage (e.g. 55 for 55%). Use Pinnacle's closing line as a reference for the sharpest probability estimate.
Worked examples
Example 1 — Positive EV
You back Manchester City to win at decimal odds 2.0 with a €100 stake. After comparing Pinnacle's closing line and accounting for market margin, you estimate their true probability of winning at 55%.
EV = 100 × (2.0 × 0.55 − 1) = 100 × 0.10 = +€10. ROI: +10%. A positive-EV bet — the odds are pricing a lower probability than you estimate.
Example 2 — Negative EV (avoid)
A retail book offers Dortmund at decimal odds 1.91 (typical juice on a 50/50 line). You estimate their true win probability at 50% — matching the fair price. Stake: €100.
EV = 100 × (1.91 × 0.50 − 1) = 100 × −0.045 = −€4.50. ROI: −4.5%. The bookmaker margin costs you €4.50 per €100 staked even when your probability estimate is correct. Sharp bettors pass on these lines.
FAQ
EV Calculator FAQ
What is expected value in betting?
How do I find the true probability?
What is a good EV percentage?
Why does a positive-EV bet sometimes lose?
Can I use this for any sport?
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