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Practical Poker Math

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3. Odds in Texas Hold’em<br />

consider the number of rag hands to be the total number of<br />

possible hands (1,326) minus all of the non-rag hands.<br />

Non-Rag Hands<br />

The WILLNOTs are all of the non-rag hands:<br />

78 – Pair Hands<br />

28 – Suited Connectors<br />

48 – Suited Ace<br />

96 – 2 Unpaired Big Cards<br />

250 – Non-Rag Hands (WILLNOTs)<br />

To find the likelihood of rags in the hole, subtract the total<br />

number of non-rag hands (WILLNOTs) from the Total<br />

Possible hands to find the number of possible rag hands<br />

(WILLs):<br />

Total Possibilities = 1,326<br />

– WILLs = 250<br />

WILLNOTs = 1,076<br />

WILLNOTs ( 1,076) : WILLs ( 250)<br />

1,076 : 250<br />

Reduce<br />

1,076 / 250 : 250 / 250<br />

.23 : 1<br />

The probability of rags in the hole is<br />

WILLs<br />

* 100 = Probability as %<br />

Total Possibilities<br />

66

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