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Craps dice odds
On the roll of a pair of dice, there
are eleven different totals that can appear (2-12) in
a total of 36 different combinations. The frequency
with which they will appear depends on the amount of
different number combinations that can result in a given
outcome. The following diagram indicates the odds of
any given number appearing:
| Number: |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
11 |
12 |
| Chance of throwing: |
1/36 |
2/36 |
3/36 |
4/36 |
5/36 |
6/36 |
5/36 |
4/36 |
3/36 |
2/36 |
1/36 |
| |
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| Combinations: |
1&1 |
1&2 |
1&3 |
1&4 |
1&5 |
1&6 |
2&6 |
3&6 |
4&6 |
5&6 |
6&6 |
| |
|
2&1 |
2&2 |
2&3 |
2&4 |
2&5 |
3&5 |
4&5 |
5&5 |
6&5 |
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| |
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3&1 |
3&2 |
3&3 |
3&4 |
4&4 |
5&4 |
6&5 |
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| |
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4&1 |
4&2 |
4&3 |
5&3 |
6&3 |
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5&1 |
5&2 |
6&2 |
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| |
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6&1 |
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