
Fractional odds are common in the UK, in both betting shops and online. They can look unfamiliar at first, but once the basics click, they are straightforward to read.
This guide covers how to read fractional odds, the difference between odds-on and odds-against, and how to convert odds into decimal format or implied probability. It also shows how returns are calculated and explains how bookmaker margins shape the prices you see.
Read on to learn more.
Fractional odds are written as two numbers separated by a slash, such as 5/1 or 7/2. The number on the left shows potential profit relative to the stake shown on the right.
With odds of 5/1, every £1 staked returns £5 profit if the outcome happens. The total returned would be £6: £5 profit plus the £1 stake. At 7/2, every £2 staked returns £7 profit, so a winning bet would pay back £9 in total.
Once that format makes sense, the terms odds-on and odds-against fall neatly into place.
Fractional odds are often described as either odds-on or odds-against, which shows the relationship between potential profit and stake.
Odds-on means the number on the left is smaller than the number on the right, such as 4/7. The stake is larger than the potential profit, reflecting an outcome seen as more likely to occur, with a smaller payout relative to the stake.
Odds-against means the number on the left is bigger than the number on the right, such as 5/2. If the outcome occurs, the profit exceeds the amount staked.
Seeing odds in this way helps weigh risk against potential return. Once that balance is clear, switching between formats becomes much simpler.
Converting fractional odds to decimal odds involves dividing the first number by the second, then adding 1. Decimal odds show the total return for every £1 staked, including the stake itself.
For example, 5/2 becomes 5 ÷ 2 = 2.5, then plus 1 for a decimal price of 3.5.
If decimal prices are easy to read, moving from odds to percentages is the next useful step.
Implied probability expresses the chance that a set of odds represents. For fractional odds a/b, the implied probability is b divided by a plus b.
Take 4/1. Add the numbers first: 4 + 1 = 5. Then 1 ÷ 5 = 0.20, which is 20% when written as a percentage.
Comparing implied probability with your own view of an outcome can help decide whether a price offers value. With the percentage in mind, it is natural to ask what a winning bet would return.
The profit from fractional odds a/b is the stake multiplied by a, then divided by b. Total return is the profit plus the original stake.
At 3/1 with a £10 stake, profit is £30 and the total returned would be £40. At 5/2 with a £10 stake, profit is £25 and the total returned would be £35.
Knowing this also makes it easy to work backwards from a target profit.
To find the required stake for a target profit, reverse the usual calculation. For fractional odds a/b, the stake equals the target profit multiplied by b, then divided by a.
For a £50 target profit at 3/1, the required stake is £50 ÷ 3, which is about £16.67. For a £25 target profit at 5/2, the required stake is £25 × 2 ÷ 5, which is £10. This can help with budgeting and avoiding stakes that do not fit your limits.
Bookmaker margins are built into the prices so that, across many bets, the bookmaker expects to make a profit. As a result, displayed odds are typically shorter than the true mathematical probabilities.
For instance, if two outcomes are each truly 50%, the fair odds would be 1/1 on both. A bookmaker might instead offer 10/11 on each side. The implied probabilities here are roughly 52.4% plus 52.4%, which adds up to about 104.8%. That excess over 100% is the margin, also called the overround. Understanding this helps when comparing prices, because a smaller overround usually means more competitive odds.
Some fractional odds appear frequently on betting slips. Knowing their meaning makes returns quicker to estimate.
1/1 (evens): For every £1 staked, the profit is £1. If successful, the total returned is £2.
2/1: For every £1 staked, the profit is £2. A £5 stake returns £15, which is £10 profit plus the original £5.
5/1: For every £1 staked, the profit is £5. A £2 bet at these odds means a £10 profit, with £12 returned altogether.
5/2: For every £2 staked, the profit is £5. This is the same as £2.50 profit for each £1 staked.
4/6: For every £6 staked, the profit is £4. A £12 stake at these odds gives £8 profit and £20 total returned.
10/11: For every £11 staked, the profit is £10. This is a common odds-on price in popular betting markets.
Fractional odds sometimes appear as numbers that can be reduced, such as 10/2 or 6/3. As with ordinary fractions, divide both numbers by a common factor to get a simpler form. Simplifying helps mental maths and makes comparisons across markets easier.
The examples below show how simplified odds feed into return calculations and conversions.
With a £10 stake at 5/1, profit is £10 × 5 = £50. Add the £10 stake for a total return of £60. There is nothing to simplify here because 5/1 is already in its simplest form.
As decimal odds, 4/7 is 4 ÷ 7 ≈ 0.57, then plus 1 for 1.57. As implied probability, use 7 ÷ (4 + 7) = 7 ÷ 11 ≈ 0.636, which is about 63.6%.
If you choose to bet, set personal limits that suit your circumstances, take regular breaks, and only stake what you can afford to lose. If gambling starts to affect your well-being or your finances, seek support early. Independent organisations such as GamCare and GambleAware offer free, confidential help for anyone who needs it.
**The information provided in this blog is intended for educational purposes and should not be construed as betting advice or a guarantee of success. Always gamble responsibly.