Expected value formula
EV = win probability × profit if win - lose probability × stake
Free EV betting calculator: enter stake, odds and estimated win probability to check expected value, break-even probability and long-term edge.
EV calculator
Supports decimal, fractional and American odds. The result shows break-even probability, EV amount, EV percentage and edge.
Common scenarios
Start with a realistic example, then replace it with the price you are evaluating.
Live result
Positive EV
$9.20
9.20%
Break-even line
47.62%
Probability edge
4.38%
Profit if win
$110.00
Loss if lose
$100.00
Positive EV
Next step:Confirm the price is still available, then use conservative staking. Positive EV is a long-term estimate, not a guarantee for this bet.
EV amount
$9.20
EV percentage
9.20%
Break-even probability
47.62%
Probability edge
4.38%
Profit if win
$110.00
Loss if lose
$100.00
Probability comparison
4.38%
Your estimate 52.00% · Break-even line 47.62%
Your estimate
52.00%
Break-even line
47.62%
Decimal odds: 2.100
Your estimated win probability is 52.00%; break-even probability is 47.62%. The smaller the gap, the more conservative your stake should be.
Important note
EV is a mathematical estimate, not a prediction that this bet will win. Before betting real money, consider limits, price movement, market quality, terms and your own risk tolerance.
How to use it
Enter stake, odds and your estimated win probability, then compare the result with break-even probability to judge whether the bet is positive EV or negative EV.
Choose decimal, fractional or American odds, then enter the stake and price you want to evaluate.
Use a conservative probability estimate. This input drives the EV result.
Compare your estimate with the break-even probability, EV amount, EV percentage and probability edge.
Lower your probability estimate by 1% or 2%. If the result flips, the edge is too thin.
Formula and example
The calculator uses one core formula: multiply the profit if the bet wins by your estimated win probability, then subtract the chance-weighted loss if it loses.
Expected value formula
EV = win probability × profit if win - lose probability × stake
Break-even probability
Break-even probability = 1 ÷ decimal odds
Fractional conversion
Fractional 11/10 = decimal odds 2.10
Read the result
Your estimated win probability must be higher than the break-even line before the price has positive EV potential.
EV percentage shows the theoretical return relative to stake. A result near 0% is too thin to treat aggressively.
Reduce your win probability by 1% or 2%. If positive EV disappears immediately, the margin of safety is weak.
Strategy context
EV does not predict the next result. It asks whether the odds compensate you for the risk if a similar bet were repeated many times. The key question is not how high the payout looks, but whether your win probability estimate is above the break-even probability implied by the odds.
If you estimate a 52% win probability and the break-even line is 47.62%, the bet has positive EV potential, assuming your estimate is well supported.
A bet may look close to 50/50, but games with house edge still reduce long-term EV. Always compare the true probability with the payout.
+300 American odds need a 25% break-even probability. If your true estimate is only 20%, the payout is still negative EV.
EV formula, break-even probability, odds formats, staking risk and RTP, explained in plain English.
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