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EV Calculator (Expected Value for Sports Betting)

An EV calculator tells you whether a bet is +EV (positive expected value) — worth placing over the long run — by comparing the odds you're offered against the fair, no-vig win probability, and shows your expected profit per bet.

Enter your bet's odds, your stake, and the fair win probability — or paste a sharp book's line and let the calculator devig it for you. It returns the bet's expected value as a percentage and in dollars, the fair break-even odds, your edge, and a suggested Kelly stake. Positive EV means the bet wins money over the long run; negative EV means it loses.

Expected value

American
Dollars
%

Your true win probability. Not sure? Switch to .

Expected value
+5.0% +$5.00
expected profit on a $100 stake
Fair odds+100
Your edge+2.4 pp
Offered implied47.6%
¼-Kelly stake1.1%

DawBets finds bets like this live across 25+ books — no manual devigging.

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What is expected value (EV) in betting?

Expected value is the average amount a bet would win or lose if you could place it thousands of times. It's the single most important number in sports betting, because it separates bets that are profitable in the long run (+EV, positive expected value) from bets that only look good (−EV). Sharp bettors don't chase wins — they place +EV bets over and over and let the math play out.

A bet is +EV whenever the odds you're offered pay more than the true probability of the outcome deserves. The catch is knowing that true probability. Sportsbook prices don't tell you directly, because every price has vig (margin) baked in. That's where devigging comes in.

The expected value formula

For a single bet: EV = (fair win probability × profit if you win) − (probability you lose × amount staked). Divide the result by your stake to express it as a percentage. A +2% EV means that for every $100 you stake on bets like this, you expect to net $2 in profit over the long run — small per bet, but decisive across hundreds of bets.

A worked example

Say a book offers you +120 (decimal 2.20) on a team you believe has a true 50% chance to win, and you stake $100. If it wins, you profit $120; if it loses, you're out $100. EV = (0.50 × $120) − (0.50 × $100) = $60 − $50 = +$10, or +10% EV. The fair (break-even) price for a 50% shot is +100, so being offered +120 is a clear edge. The calculator above runs this math instantly and flags whether the bet clears the fair line.

Where the "fair" probability comes from — devigging

You rarely know a bet's true probability outright. The standard method is to take a sharp book (Pinnacle, Circa) — books so efficient their prices closely track real probabilities — and remove the vig from their line to estimate the fair probability. That's exactly what the "Devig a sharp line" mode does: paste both sides of the sharp market, and the calculator devigs it (using the most-conservative method) to produce the fair win probability, then measures your book's price against it. This is the foundation of value betting — and it's precisely how the DawBets +EV feed works under the hood, across 25+ books in real time.

When to use this calculator

Use the EV calculator any time you're about to place a bet and want to know if it's actually worth it. The fastest workflow: open a sharp book like Pinnacle, copy both sides of the market into the "Devig a sharp line" mode to get the fair probability, then enter the price your book is offering. If the EV comes back positive, the bet has a long-run edge; if it's negative, you're paying too much vig to make it worthwhile.

Already know your true probability (from a model or your own read)? Use "Fair win %" mode instead. Want to size the bet once you've confirmed it's +EV? The Kelly calculator turns your edge into an optimal wager. Just want the no-vig fair odds? Use the devig calculator. To skip the manual work entirely and get live +EV bets across every book, the DawBets feed does the devigging and line shopping for you.

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Frequently asked questions

What does +EV (positive expected value) mean?

A +EV bet is one where the odds you're offered pay more than the true probability of the outcome justifies, so the bet makes money on average over the long run. You will still lose plenty of individual +EV bets — variance is real — but placing many of them is how professional bettors profit. −EV bets are the opposite: priced worse than fair, they lose money over time.

How is expected value calculated?

EV = (fair win probability × profit if the bet wins) − (probability the bet loses × amount staked). For example, a $100 bet at +120 (profit $120) with a true 50% win chance has EV = 0.50 × $120 − 0.50 × $100 = +$10, or +10%. Divide the dollar EV by your stake to get EV as a percentage.

How do I know the "true" or fair probability?

The most reliable method is to devig a sharp book. Sharp books like Pinnacle and Circa price markets very efficiently, so removing the vig from their two-way line gives a close estimate of the real probability. This calculator's "Devig a sharp line" mode does that for you — paste both sides and it returns the fair win probability automatically.

What is a good EV percentage for a bet?

Any positive EV is theoretically worth betting, but most disciplined bettors focus on bets around +1% to +3% EV or higher, since small edges get eaten by variance and mistakes in your probability estimate. The higher the EV, the larger the edge — but also double-check very high EV numbers, which often signal a stale line or a data error rather than a genuine edge.

What is the difference between an EV calculator and a devig calculator?

A devig calculator removes the vig from a market to output the fair, no-vig odds and probabilities. An EV calculator goes one step further: it takes that fair probability (or one you supply), compares it to the actual price you can bet, and tells you the expected profit — the EV — of placing the bet. This tool combines both: it can devig a sharp line for you and then compute the EV against your book's price.

Should I use full Kelly for the suggested stake?

The calculator shows a quarter-Kelly stake as a share of your bankroll, because full Kelly is aggressive and unforgiving of estimation error — a slightly wrong probability can lead to over-betting and large swings. Fractional Kelly (a half, quarter, or eighth) captures most of the growth with far less volatility. Use the Kelly calculator to explore other fractions.

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