How to Read Betting Odds
American, decimal and fractional odds are three ways of writing the same number. Once you can move between them, every price on every board becomes a single thing: a probability, plus a margin.
9 min read
The short answer
- American odds are quoted against $100. −110 means risk $110 to win $100; +150 means risk $100 to win $150.
- Decimal odds are the total return per $1 staked, including the stake back. 1.91 and −110 are the same price.
- Fractional odds are profit per unit staked. 5/2 means five profit for every two risked — decimal 3.50, American +250.
- Any price converts to an implied probability by dividing 1 by the decimal odds. −110 implies 52.38%.
- That implied probability is also the win rate the bet needs just to break even — which is why 50% is never the bar.
- The two sides of a market always add up to more than 100%. The excess is the sportsbook’s margin, not a rounding error.
Three formats, one number
A price does two jobs at once. It tells you what a winning bet pays, and it tells you what the sportsbook thinks the chances are. Those are the same statement written two ways, and the three odds formats are just three notations for it — the way a temperature can be written in Celsius or Fahrenheit without the room getting any warmer.
Which one you see depends mostly on geography. American odds dominate US sportsbooks, decimal odds are standard in Europe, Canada and Australia and on every betting exchange, and fractional odds survive in British horse racing. None of them is more accurate than the others. Decimal is the easiest to do arithmetic with, which is why every formula on this site converts to it first.
| American | Decimal | Fractional | Implied probability | $100 returns |
|---|---|---|---|---|
| −200 | 1.50 | 1/2 | 66.67% | $150 |
| −150 | 1.67 | 2/3 | 60.00% | $167 |
| −110 | 1.91 | 10/11 | 52.38% | $191 |
| +100 | 2.00 | 1/1 | 50.00% | $200 |
| +150 | 2.50 | 3/2 | 40.00% | $250 |
| +250 | 3.50 | 5/2 | 28.57% | $350 |
| +600 | 7.00 | 6/1 | 14.29% | $700 |
American odds: everything is quoted against $100
American odds use $100 as a fixed reference point, and the sign tells you which side of it you are on.
- A minus number is what you must risk to win $100. −150 means staking $150 to win $150 × (100/150) = $100. Minus prices belong to favourites: you risk more than you stand to gain.
- A plus number is what $100 wins. +250 means a $100 stake returns $250 in profit, plus your $100 back. Plus prices belong to underdogs.
The $100 is a unit of account, not an instruction. A $20 bet at +250 wins $50, because the ratio is what matters. And +100 — often written “even money” or “pick’em” — is the hinge: risk $100 to win $100.
The number people see most is −110. It is the standard price on both sides of a point spread or a total, and it means you risk $110 to win $100. That extra $10 is not a fee added at the end; it is the entire business model, and it is the subject of the guide on vig.
Decimal odds: total return per $1
Decimal odds tell you what one dollar comes back as, stake included. At 2.50, a $1 bet returns $2.50 — $1.50 profit and your dollar back. Multiply by the stake and you have the payout; there is no sign to interpret and no reference point to remember.
payout = stake × decimal profit = stake × (decimal − 1) $50 at 2.50 → payout $125, profit $75
This is why every calculator on this site converts to decimal before doing anything else.
The useful property is that 2.00 is the dividing line. Anything below it is a favourite, anything above it is an underdog, and you can rank a whole board at a glance without parsing plus and minus signs. It is also the only format where multiplying prices means anything: a parlay’s true odds are its legs multiplied together, which is trivial in decimal and unpleasant in anything else.
Fractional odds: profit per unit staked
Fractional odds give profit first and stake second. 5/2 — “five to two” — means five units of profit for every two units risked. A $20 bet returns $50 profit plus the $20 back.
The stake is excluded, which is the one thing that catches people moving over from decimal. Decimal 3.50 and fractional 5/2 are the same price, but 3.50 includes your money coming back and 5/2 does not.
Anything under 1/1 is a favourite, and those are read “on”: 1/2 is “two to one on”, meaning you risk two to win one. 1/1 is evens.
decimal = (numerator / denominator) + 1 5/2 → 2.5 + 1 = 3.50 (+250) 10/11 → 0.909 + 1 = 1.91 (−110) 1/2 → 0.5 + 1 = 1.50 (−200)
Turning any price into a probability
This is the step that makes odds useful rather than decorative. Every price implies a probability, and the conversion is one division.
implied probability = 1 / decimal 1.91 → 52.38% 2.00 → 50.00% 2.50 → 40.00% From American directly positive: 100 / (odds + 100) +150 → 100/250 = 40% negative: |odds| / (|odds| + 100) −110 → 110/210 = 52.38%
Work in decimal. The American formulas below are the same operation with the conversion folded in.
That percentage is the price’s claim about the world. It is also, and this is the part that matters, the win rate the bet needs just to break even. A bet at −110 that wins 52.38% of the time makes exactly nothing. Win 51% and you are losing money with a winning record.
Which is why a win rate quoted on its own tells you nothing. 55% at −110 is a genuine edge. 55% on −140 favourites is a losing operation, because −140 needs 58.33%. Always read a record against the prices it was built on — the break-even calculator gives the bar for any price.
Why the two sides add up to more than 100%
Convert both sides of a standard spread and the arithmetic looks broken:
Team A −110 → 52.38%
Team B −110 → 52.38%
───────
104.76%Neither team can be 52.38% to win; the two numbers describe the same game.
Nothing is wrong. The extra 4.76 points are the sportsbook’s margin, priced into both sides. Strip it out proportionally and the fair price on each side is exactly 50% — which, for a coin flip, is what it should be. The no-vig calculator does that removal for any market.
Converting between formats
Go through decimal in both directions and there is nothing to memorise beyond one branch on either side of 2.00.
American → decimal positive: (odds / 100) + 1 +150 → 2.50 negative: (100 / |odds|) + 1 −110 → 1.909 Decimal → American if decimal ≥ 2: (decimal − 1) × 100 2.50 → +150 if decimal < 2: −100 / (decimal − 1) 1.91 → −110 Fractional → decimal (numerator / denominator) + 1 5/2 → 3.50
The odds converter does all three at once and shows the implied probability alongside, and the payout calculator turns any of them into a return on your actual stake.
Common questions
- What does −110 mean in betting?
- Risk $110 to win $100. It is the standard price on both sides of a point spread or total, and it implies a 52.38% probability — which is also the win rate a bet at that price needs just to break even.
- Are decimal odds better than American odds?
- They are the same prices. Decimal is easier to compute with — payout is simply stake times odds, and 2.00 cleanly separates favourites from underdogs — which is why most calculators and every exchange use it. Accuracy is identical.
- How do I convert odds to a probability?
- Divide 1 by the decimal odds. From American directly: for a positive price, 100 ÷ (odds + 100); for a negative price, |odds| ÷ (|odds| + 100). A price of −110 gives 110 ÷ 210 = 52.38%.
- Why do the two sides of a bet add up to more than 100%?
- Because the sportsbook’s margin is priced into both sides. Two −110 prices imply 104.76% in total; the 4.76 points of excess are the overround, and the book keeps 4.55% of money staked on a balanced market.
- Does a higher win rate always mean a better bettor?
- No. A 60% record on −200 favourites loses money, because that price requires 66.67% to break even. A 42% record on +150 underdogs is profitable. Judge any record against the break-even rate of the prices it was built on.