EXPECTED VALUE CALCULATOR

Expected Value Calculator

Your estimate meets the market price. Explore expected value, break-even probability and the assumptions behind an edge.

Expected Value LAB Instant calculation
Expected Value inputs

Monetary amounts are currency-neutral units.

✓ Calculation logic testedReviewed 17 October 2026Report an issue
THE MATHS, MADE CLEAR

How it works

Expected value is a probability-weighted average, not the return on the next bet. For a binary win/loss bet, the expected profit is p × stake × (odds − 1) minus (1 − p) × stake. The estimate is only as sound as the probability entered. Small estimation errors can turn an apparent positive edge into a negative one.

EV per unit = (win probability × decimal odds) − 1

A worked example

At 2.10 odds with an estimated 52% chance of winning, EV per unit is (0.52 × 2.10) − 1 = +0.092. That is +9.2%, or +9.20 units expected profit on a 100-unit stake. Break-even probability is 47.62%.

Understand the assumptions.

These are educational calculations, not predictions or recommendations. Display amounts are rounded to two decimal places; calculations retain internal precision.

GOOD QUESTIONS

Expected Value FAQs

Does positive EV guarantee a profit?+

No. A positive mathematical expectation can coexist with a long losing run. It also disappears if your assumed probability is too optimistic.

Is implied probability the true probability?+

No. It is the break-even probability encoded by a price. Bookmaker margin and pricing decisions mean it need not represent the true likelihood.

Are pushes and commission included?+

No. This model has two outcomes: a full win or a full loss. Commission, taxes, pushes and partial settlements require a different model.

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