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Treble Calculator
Three selections, one bet. All three must win to pay out.
Treble calculator
Three selections, one bet. All three must win to pay out.
Your selections
3 selectionsReturn shown if all 3 selections win.
View return breakdown and adjustments
If some selections win
Best-case return at each level of winning selections.
- All 3 selections win£2,160.00
- 2 of 3 selections win£0.00
- 1 of 3 selections win£0.00
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How the figures work
What is a treble?
A treble is three selections combined into a single bet. All three must win for the bet to pay. Winnings cascade through the legs in order, multiplying with each successful selection.
- 1Add three selections: all must win for the bet to pay.
- 2Enter your stake (a treble uses one unit stake total).
- 3Use the cascade panel on the right to see what you'd lose if just one or two come in.
Quick answers
Bet calculator FAQs
The practical questions to check before placing a bet.
What is a treble bet?
Three selections combined into a single bet. All three must win for the bet to pay. Winnings cascade through the legs in order: leg 1 returns roll over to leg 2, then leg 2 returns roll over to leg 3, multiplying with each successful selection.
How many selections are in a treble?
Three: each in a different race. A treble is the next step up from a double in size and risk: bigger return if it lands, smaller chance of it landing.
What if one leg of my treble loses?
The whole bet loses. There's no consolation for two-out-of-three. If you want a return for two winners, use a Trixie (4 bets, 3 doubles + 1 treble) or a Patent (7 bets, adds the singles).
Can I do an each-way treble?
Yes. An each-way treble is a win treble on all three plus a place treble. Stake doubles to cover both parts. The place treble pays if all three at least place. Most useful at longer prices where the place part is meaningful.
Why are treble returns much bigger than doubles?
Because the odds multiply across all three legs. Three selections at 3/1 each = decimal 4.0 × 4.0 × 4.0 = 64.0 for the treble, versus 16.0 for the double. The big number reflects the lower probability: three winners is much rarer than two.
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