Each Way Calculator

An each-way bet is two bets in one. Half your stake goes on the selection to win, the other half on it to place (finish in the top few). If your selection wins, both halves pay out. If it places but doesn't win, only the place half pays out (at a reduced fraction of the win odds). If it does neither, you lose the lot. The calculator takes your stake per part, the win odds, the place fraction (1/4 or 1/5 typically), and the number of paid places, then shows your three possible outcomes side by side.

Bookmakers set the place terms based on field size. Standard UK terms: 5-7 runners gives 1/4 odds and 2 places, 8-15 runners gives 1/5 odds and 3 places, 16+ handicaps give 1/4 odds and 4 places. Some big races (Grand National, Derby) extend to 5 or 6 places. The 'preset' buttons load these standard terms quickly. Smaller fields of 4 or fewer runners typically don't accept each-way bets at all.

Each-way is sensible when you fancy a horse to be in the frame but aren't confident it can win. A 12.0 win-priced runner in an 8-runner race pays 12.0 if it wins, plus 3.20 (the 1/5 fraction of 11.0, plus the stake back) if it places. The double upside helps absorb the cost of the second part of the stake. It's poor value on short-priced favourites: backing a 2.5 favourite each-way is mostly just an inflated win bet, since the place return is barely above your stake.

There's a known each-way value pattern in handicap racing: when the field has 12-15 runners (qualifying for 1/4 odds and 3 places) and a fancied runner is priced 7.0 to 11.0, the place portion alone can be a positive-value bet. Specialist tipsters and the so-called 'each-way thieves' communities target these. The calculator shows you the underlying numbers so you can spot the same pattern. For converting between fractional and decimal odds, the [Odds Converter](/odds-converter) handles all formats.

Three scenarios. If the selection wins, you get the full win return (stake × odds) plus the place return (stake × (1 + place fraction × (odds - 1))) and the total profit is large. If the selection places without winning, you lose the win half and collect only the place half, often a small profit or a small loss depending on the place odds. If the selection neither wins nor places, you lose the full stake (which is twice the per-part stake, since each-way doubles your outlay).

Read all three scenarios before placing the bet. A common mistake is focusing on the win-scenario profit and forgetting that the place-only scenario is the most likely outcome for most each-way picks. The fact that a place return is small or break-even is part of the design: each-way reduces variance, it doesn't increase expected value above what the underlying market price implies.