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Break-Even Win Rate

Enter a price to see how often a bet at those odds must win before you make a cent.

The price you are being offered.

For reference

-110
52.38%
-120
54.55%
+100
50.00%
+150
40.00%

Break-even win rate

52.38%

Win exactly this often at this price and you finish level, before any fees.

Per 100 bets
53 wins needed

Rounded up: a fraction of a win does not exist.

Losing at 50%
Yes

A coin-flip record loses money at this price.

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What is a break-even win rate?

The break-even win rate is how often a bet at a given price has to win before it stops losing you money. Below it you lose over time, above it you profit, and it is set entirely by the odds.

At the standard −110 American price it is 52.38% — which is why “winning more than half your bets” is not the bar people assume. Win 51% at −110 and you are losing. The gap between 50% and 52.38% is the bookmaker’s margin.

It is numerically the same as the price’s implied probability, and it is the number every win rate should be judged against.

How it works

Break-even is the win rate at which your profits and losses cancel exactly. It is the same arithmetic as implied probability — 1 divided by the decimal price — but it is worth its own page because of what it is used for. Implied probability is a claim about an outcome. Break-even is a target for you.

The reason it is not 50% is the margin. At −110 you risk $110 to win $100, so every loss costs more than every win pays, and you have to win more often than you lose simply to stand still. The exact figure is 52.38%, and the 2.38 points above a coin flip are the house’s.

This is the number that separates a good record from a profitable one. Someone advertising 55% at standard −110 pricing is genuinely ahead. Someone advertising 55% while betting −140 favourites is not: that price demands 58.33%, and they are quietly losing money with a record that sounds like winning. Always check the win rate against the price it was earned at, never against 50%.

The formula

break-even win rate = 1 / decimal

  positive american:  100 / (american + 100)
  negative american:  |american| / (|american| + 100)

Reference points
  −110  →  52.38%      +100  →  50.00%
  −120  →  54.55%      +150  →  40.00%

Identical to implied probability — the difference is what you do with it.

A worked example

At −110, decimal 1.909, break-even is 1 / 1.909 = 52.38%. Over 100 bets of $100 that is 53 wins and 47 losses: 53 × $90.91 = $4,818 won against 47 × $100 = $4,700 lost, so you are $118 ahead. Drop to 52–48 — a single game — and you are $73 down.

Now take +150. Break-even is 100 / 250 = 40%. You can lose three bets in five and still profit, because each win pays $150 against each $100 loss. A 45% record at +150 is far more valuable than a 55% record at −140 — the win rate on its own tells you nothing.

Common questions

Why is break-even 52.38% and not 50%?
Because standard −110 pricing makes you risk $110 to win $100. Losses cost more than wins pay, so you need to win more than half the time to stay level. The 2.38 percentage points above a coin flip are the sportsbook’s margin.
Is break-even the same as implied probability?
The calculation is identical. The framing is not: implied probability is what the price says about the event, while break-even is the win rate you personally have to clear. Same number, opposite direction.
Does a higher win rate always mean a better bettor?
No. A 60% record on −200 favourites loses money — that price requires 66.67%. A 42% record on +150 underdogs is profitable. Judge a record against the break-even rate of the prices it was built on.
Does this account for pushes?
No. Pushes return your stake and do not affect profit, so in practice they should be removed from the count before comparing your record to this figure. Treat break-even as a rate over graded, non-push bets.

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For informational and analytical purposes only. These tools do not predict outcomes and do not recommend wagers.