Each-Way Calculator
Compute total stake, win + place returns and combined payout for each-way bets — tennis outrights, horse racing, golf majors, anything that splits a stake into win + place portions.
What is an each-way bet?
An each-way bet is two equal-stake bets in one: one bet for the selection to win outright, one bet for the selection to place (finish in the published top-N positions, typically top-2 or top-4 in tennis outrights).
- Total stake = 2× the unit stake. €10 each-way = €20 total.
- Win pays at full odds if the selection wins.
- Place pays at fractional odds if the selection finishes in the published top-N. Common fractions: 1/4 (top-2), 1/5 (top-4), 1/2 (Slam top-2).
- Both portions can win — if your selection wins outright, both win and place pay out.
The formulas
When is each-way smart in tennis outrights?
Each-way is most useful for tournament outrights where:
- Odds are 8.00+ — at shorter odds, the place portion barely covers stake.
- You believe the player is genuinely a semi-or-better contender. The place market typically pays for top-4 finish at 1/5 odds.
- The market is liquid enough. Smaller events have weaker each-way pricing.
Worked example: Slam dark horse
Imagine a quality clay specialist priced at 11.00 to win Roland Garros, with each-way at 1/4 (top-2). You bet €10 each-way (€20 total stake).
- If they win: €10 × 11.00 = €110 (win) + €10 × ((10) × 0.25 + 1) = €35 (place) = €145 return, profit €125.
- If they reach final but lose: Just place: €10 × ((10) × 0.25 + 1) = €35. Profit −€20 + €35 = €15 profit on €20 stake.
- If they lose semis or earlier: Lose €20.
For each-way to be +EV, your true probability of placing (top-2) must exceed the implied break-even from the place portion alone. Use this calculator to model scenarios.
Common each-way landmarks
| Win odds | 1/4 place | 1/5 place | 1/2 place |
|---|---|---|---|
| 5.00 | 2.00 | 1.80 | 3.00 |
| 10.00 | 3.25 | 2.80 | 5.50 |
| 15.00 | 4.50 | 3.80 | 8.00 |
| 25.00 | 7.00 | 5.80 | 13.00 |
| 49.00 | 13.00 | 10.60 | 25.00 |
Place odds = (win_odds − 1) × place_fraction + 1.
Each-way traps to avoid
- Each-way at short odds. Below 5.00, place portion barely returns the stake. Better as straight win bet at sharper price.
- "Reduced field" each-way. If a player withdraws and the field shrinks, place fraction can change adversely. Read the rules.
- Joint-favourite each-way. When two players are co-favourites, place pricing weakens. Single-favourite outrights price each-way more cleanly.
- Tournament walkover risk. Tennis players regularly retire or get walkovers in early rounds. If your each-way pick gets a walkover, the bookmaker rules vary.
Related tools
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Free pick by email →FAQ
What is an each-way bet?
Two equal-stake bets in one: one for the selection to win, one to place (top-N finish). Total stake = 2× single stake. Win pays full odds; place pays full odds × place fraction (1/4 or 1/5 typically).
When is each-way worth taking in tennis?
Tournament outrights at 8.00+ odds where you think the player is a genuine semi-or-better contender. Each-way pays out if they reach the published place position (top-2 or top-4 typically).
How is each-way return calculated?
Wins: unit × odds + unit × ((odds−1) × place_fraction + 1). Places only: unit × ((odds−1) × place_fraction + 1). Both lose: zero return.
What place fractions do tennis outrights use?
1/4 odds for top-2 (final) or 1/5 odds for top-4 (semis) are most common. Some books offer 1/2 odds for top-2 on Slam outrights. Always check the specific terms.
Is each-way better than straight win bet?
Depends on your probability estimate. Each-way is +EV when your true probability of placing exceeds the implied probability of the place portion. Use this calculator to model scenarios.