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Go-Gamble Beginners
Guide to Craps
A Little Probability For Beginners
The immutable laws of probability govern every game
in the casino. Craps is no different. Very briefly, I will introduce
two concepts that seem to be at odds, but co-exist in the universe of
craps and probability.
First is the concept of an independent event. Every
dice roll is an independent event. The chances of any particular
outcome of an individual roll can be predicted with complete accuracy:
| Outcome |
% Chance on Each Roll |
| 2 |
2.77 |
| 3 |
5.55 |
| 4 |
8.33 |
| 5 |
11.11 |
| 6 |
13.88 |
| 7 |
16.66 |
| 8 |
13.88 |
| 9 |
11.11 |
| 10 |
8.33 |
| 11 |
5.55 |
| 12 |
2.77 |
The number of outcomes in a large number of rolls
can also be predicted with a great amount of accuracy. Here is the
predicted outcome of 100,000 rolls of a fair pair of dice, rolled
fairly:
| Outcome |
% Chance on Each Roll |
Predicted Outcome for
100,000 rolls (approx) |
| 2 |
2.77 |
2,770 |
| 3 |
5.55 |
5,550 |
| 4 |
8.33 |
8,330 |
| 5 |
11.11 |
11,110 |
| 6 |
13.88 |
13,880 |
| 7 |
16.66 |
16,660 |
| 8 |
13.88 |
13,880 |
| 9 |
11.11 |
11,110 |
| 10 |
8.33 |
8,330 |
| 11 |
5.55 |
5,550 |
| 12 |
2.77 |
2,770 |
Every craps player should take these lessons from
this: 1. Trends or streaks occur all the time at the craps table. They
can be extremely profitable if you ride them. However, there is no way
of predicting when they will begin or end.
2. If you haven't seen a certain number rolled in a
long time, don't think the odds of that number being rolled are
greater. If a 7 is rolled five times in a row, the odds of it
appearing on the next roll are 1 in 6 (16.77%). This is because every
roll is an independent event.

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