Every segment, computed
The arithmetic is the simplest on this site. Count the segments carrying a payout, divide by 54, and compare with what it pays:
| Bet | Segments | Exact edge | House edge |
|---|---|---|---|
| Pays 1 to 1 | 24 of 54 | 1/9 | 11.1111% |
| Pays 2 to 1 | 15 of 54 | 1/6 | 16.6667% |
| Pays 5 to 1 | 7 of 54 | 2/9 | 22.2222% |
| Pays 10 to 1 | 4 of 54 | 5/27 | 18.5185% |
| Pays 20 to 1 | 2 of 54 | 2/9 | 22.2222% |
| Pays 40 to 1 | 1 of 54 | 13/54 | 24.0741% |
Read the pattern: the more a segment pays, the worse it is priced, with the 10-to-1 as the only partial exception. That is the opposite of the intuition the layout invites.
What it costs against everything else
The cheapest Big Six bet is 11.1111%. For comparison, blackjack played correctly costs about 0.52%, baccarat's banker bet 1.06%, the craps pass line 1.4141%, and single-zero roulette 2.70%. The worst bet on the wheel, at 24.0741%, is close to the worst bets in sic bo and beyond anything a table game will ask of you.
The one honest thing to say for it: the game is transparent. There is no hidden pay table and no dealer decision. You can count the segments yourself, which is more than can be said for a slot machine. If you want the simplest game on the floor at a defensible price, that is Casino War rather than this.
Frequently Asked Questions
- What is the house edge on Big Six?
- Between 11.1111% and 24.0741% depending on which segment you back. The one-to-one segment is the cheapest and the joker the most expensive.
- Is there a good bet on the money wheel?
- No. Every segment is priced below what it is worth, and the cheapest of them still costs four times what single-zero roulette costs.
- Does any strategy help at Big Six?
- No. Each spin is independent and no bet on the wheel is better than the arithmetic above.
Every figure on this page is computed by
side_games_math.py at build time and checked against the
figures the industry publishes before the page is written. Where a
number depends on the casino's own pay table, that is said rather than
averaged away. Last computed August 2026.