Learn expected value (EV) in sports betting with practical examples using American odds. Understand break-even win rate and why EV depends on probability.
Simple explanations, practical examples, no fluff.
Expected value (EV) is the average profit (or loss) you’d expect per bet if you could repeat the same wager many times. EV is not a guarantee for one game. It’s a long-run concept.
For a single bet:
EV = p(win) × profit − (1 − p(win)) × stakep(win) is your estimated true probability (0–1)profit is what you win (excluding your stake being returned)Assume:
-110$10055%At -110, a $100 stake returns about $90.91 profit when you win. EV becomes:
EV = 0.55 × 90.91 − 0.45 × 100EV ≈ 50.00 − 45.00 = +$5.00Interpretation: if your 55% estimate is correct, you’re making about $5 per $100 in the long run.
Every price has a break-even probability. That’s simply the implied probability from the odds. For -110 the break-even rate is about 52.38%. If your estimate is above that, EV turns positive (all else equal).