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Dice frequencies
Notice on the following chart that the
total number of different outcomes is 216. Using this
table we could determine the house edges for the various
wagers on the dice total. For example, a wager on 10
pays 6 to 1. Since there are 27 winners and 189 losers,
the house edge is (189 - 27 x 6)/216 or 12.5%.
| Total |
Frequency |
| 3 or 18 |
1 |
| 4 or 17 |
3 |
| 5 or 16 |
6 |
| 6 or 15 |
10 |
| 7 or 14 |
15 |
| 8 or 13 |
21 |
| 9 or 12 |
25 |
| 10 or 11 |
27 |
| Total x 2 |
108 x 2 = 216 |
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