Each-Way Calculator
An each-way bet is two bets: one on the selection winning, one on it finishing in the places. Enter your stake, odds and place terms to see what each half returns — and the odds above which the place part alone covers the whole bet.
An each-way bet stakes this amount twice, so a £10.00 each-way bet costs £20.00.
Type 5/1 or 6.00 — both work. Place odds: 2.00.
The place part is settled at 1/5 of the win odds. Terms are printed on the betting slip and vary by event and field size.
Part-by-Part Breakdown
| Part | Odds | Stake | Return |
|---|---|---|---|
| Win part | 6.00 | £10.00 | £0.00 |
| Place part | 2.00 | £10.00 | £20.00 |
Your Results
At 1/5 terms, a selection that only places returns the full outlay at 6.00 and loses money below it. Your selection placing only would return £0.00 profit.
How an Each-Way Bet Is Settled
An each-way bet is two equal stakes, not one. The first backs the selection to win at the odds you took; the second backs it to finish inside the places, settled at a fraction of those odds. A £10 each-way bet therefore takes £20 out of your account, and the slip shows the fraction and the number of places that apply.
Take £10 each-way at 6.00 (5/1) with 1/5 place terms. The place odds are 1 + (6.00 − 1) × 0.2 = 2.00.
| Result | Win Part | Place Part | Profit on £20 |
|---|---|---|---|
| Wins | £60.00 | £20.00 | +£60.00 |
| Places only | £0.00 | £20.00 | £0.00 |
| Unplaced | £0.00 | £0.00 | −£20.00 |
Five to one at fifth-odds is the exact point where placing gets your money back and nothing more. That threshold is the single most useful number on this page, and it depends only on the fraction: the place part returns the whole outlay at odds of 1 + 1/f, which is 3.00 at 1/2 terms, 4.00 at 1/3, 5.00 at 1/4 and 6.00 at 1/5. Below it, a placed selection still loses money; above it, the place part alone shows a profit and the win part becomes a bonus.
Typical Place Terms in the UK
| Event | Terms | Places | Place-Only Break-Even |
|---|---|---|---|
| Handicap, 16+ runners | 1/4 odds | 1, 2, 3, 4 | 4/1 (5.00) |
| Non-handicap, 8+ runners | 1/5 odds | 1, 2, 3 | 5/1 (6.00) |
| 5-7 runners | 1/4 odds | 1, 2 | 4/1 (5.00) |
| Football / outrights | 1/2 odds | 1, 2 | 2/1 (3.00) |
These are the industry defaults rather than a promise: bookmakers advertise extra places on big handicaps and cut terms on small fields, and the slip always wins the argument. To see how much margin is priced into the market you are betting into, use the Bookmaker Margin Calculator; to convert the fractional prices on a racecard into decimals, use the Odds Converter.
Each-Way Multiples
Each-way applies to multiples too, and it doubles the line count: an each-way Lucky 15 is 30 bets, not 15, and an each-way Trixie is 8. The place half of a multiple is settled by combining the place odds of every leg, so a single unplaced selection kills it. The Bet Calculator handles each-way across all 19 bet types.
When Each-Way Is Worth It
The break-even price above says when a placed selection stops losing money. It does not say whether to place the bet at all, because it carries no information about how often your selection actually places. That second question has a clean arithmetic answer, and it is the one that decides the bet.
Treat the place half as what it is: a separate bet, at place odds P, for the same stake as the win half. Any bet at odds P has to land more often than 1/P to be worth its stake. So the place half earns its money only when your selection places more often than one divided by the place odds — a percentage you can hold up against the race in front of you.
| Win Odds | Place Odds (1/4) | Place Half Needs | Place Odds (1/5) | Place Half Needs |
|---|---|---|---|---|
| 2/1 (3.00) | 1.50 | 66.7% | 1.40 | 71.4% |
| 4/1 (5.00) | 2.00 | 50.0% | 1.80 | 55.6% |
| 5/1 (6.00) | 2.25 | 44.4% | 2.00 | 50.0% |
| 7/1 (8.00) | 2.75 | 36.4% | 2.40 | 41.7% |
| 10/1 (11.00) | 3.50 | 28.6% | 3.00 | 33.3% |
| 20/1 (21.00) | 6.00 | 16.7% | 5.00 | 20.0% |
Read down that table and each-way stops looking the way it is usually described. The place half is not the safe half. At 4/1 with quarter-odds terms it needs a 50% place strike rate, the same bar as a coin toss, while the win half needs 20%. At short prices the place half is the harder of the two bets to justify, not the easier one, and the calculator above shows the same thing in money: at 4/1 on 1/5 terms a selection that only places still hands back less than the outlay.
The Field Test
One comparison settles it. In a race of R runners paying N places, a runner drawn at random places N/R of the time. If the place half needs a higher strike rate than that, you are asking your selection to beat the field average on the place market as well as justify its win price — the same opinion, charged for twice.
| Race and Terms | Random Runner Places | Crossover Odds |
|---|---|---|
| 16 runners, 1/4, 4 places | 25.0% | 13.00 (12/1) |
| 16 runners, 1/4, 5 places (extra place) | 31.3% | 9.80 |
| 20 runners, 1/4, 4 places | 20.0% | 17.00 (16/1) |
| 20 runners, 1/4, 6 places (extra places) | 30.0% | 10.33 |
| 8 runners, 1/5, 3 places | 37.5% | 9.33 |
| 6 runners, 1/4, 2 places | 33.3% | 9.00 (8/1) |
The crossover is exactly 1 + (R/N − 1) ÷ f, and in the standard 16-runner handicap at quarter odds and four places it lands on 13.00, or 12/1. Below that price the place half asks more of your selection than the field average; above it, less. Add runners without adding places and the figure moves away from you: the same four places shared among twenty runners push it out to 17.00. To move between the fractional prices on a racecard and the decimals in these tables, use the Odds Converter.
Why an Extra Place Beats a Better Price
N is the one term in that formula a punter can shop for, and it moves the answer further than the price does. A 10/1 shot in a 16-runner handicap at quarter odds needs a 28.6% place strike rate against a field average of 25.0%: below the line, and no amount of confidence in the horse changes the arithmetic. Offer five places instead of four in the same race and the field average becomes 31.3% while the requirement stays at 28.6% — the identical bet at the identical price crosses to the right side of the line because the terms changed, not the odds.
The reverse deserves the same attention, because it happens after you have placed the bet. A non-runner can cut the number of places a race pays, which raises the crossover price on a bet already struck, and in UK racing it can trigger a deduction on top; the Rule 4 Calculator prices that second effect. The terms printed on your slip are the terms you were quoted, not a guarantee of the terms you are settled at.
The whole section reduces to one habit. Before staking each-way, read the places off the racecard, divide them by the runners, and compare that percentage with the place-half requirement in the first table. If the requirement is the higher number, the win single is the cleaner expression of the same opinion; if it is the lower one, the each-way half is doing work the win half cannot.
Frequently Asked Questions
How much does a £10 each-way bet cost?
£20. The stake you enter is placed twice: once on the win and once on the place. This is the most common misunderstanding about each-way betting, and it is why a £10 each-way bet needs a bigger result than a £10 win single to break even.
What odds do I need for the place part to cover the whole bet?
Odds of 1 + 1/f in decimal, where f is the place fraction: 3.00 (2/1) at 1/2 terms, 4.00 (3/1) at 1/3, 5.00 (4/1) at 1/4 and 6.00 (5/1) at 1/5. At exactly that price a placed selection returns your outlay and nothing more; below it, placing still leaves you out of pocket.
How are each-way place odds calculated?
The fraction applies to the profit, not to the whole price. At decimal odds of 6.00 the profit part is 5.00; at 1/5 terms the place part pays 5.00 × 0.2 = 1.00 profit, so the place odds are 2.00. Applying the fraction to 6.00 directly would give 1.20 and understate the return.
What happens to an each-way bet if my selection is a non-runner?
Both halves are voided and the full outlay is returned. In UK horse racing a non-runner can also trigger a Rule 4 deduction on the remaining runners and can reduce the number of places offered, so the terms you took are not always the terms you are settled at.
Is each-way better than a win single?
Neither is better in the abstract; they buy different things. For the same total outlay, an each-way bet trades some of the winning return for a payout when the selection only places. It is worth more the longer the price and the more generous the terms, and worth less at short prices, where the place part often cannot recover its own stake.
At what odds does each-way ask less of my selection than the field average?
Divide the runners by the places on offer, subtract one, divide by the place fraction and add one. A 16-runner handicap paying four places at quarter odds gives 13.00, or 12/1. Below that price the place half needs your selection to place more often than a runner drawn at random from the race; above it, less often. Bigger fields push the figure out — 17.00 in a 20-runner handicap paying four — and every extra place pulls it back in.
An each-way bet costs twice the stake shown on the slip — budget for the full outlay before you place it and never chase losses. 18+. If gambling stops being fun, see our responsible gambling resources.