#1
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Starting hand distribution
Here's my question for the mega math junkies:
Discounting suited vs non suited, there are 91 different starting hands. Over the course of 100 hands, what is your expected # of those 91 hands to see? Stdev? |
#2
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Re: Starting hand distribution
There are 6 combinations (out of 1326) for each of the
13 pairs and 16 combinations for each of the unpaired hands. Consider the chances that a hand is NOT found in the 100 deals: if C = combinations out of 1326, the odds are (1-C/1326)**100 which yield 0.6353905 for C=6 and 0.2970142 for C=16 Thus, the average number of pairs NOT represented in the 100 deals is 13x0.6353905 = 8.26008 and the number of nonpairs NOT represented is 78x 0.2970142 = 23.16710. Subtracting the sum of these from 91 gives 59.572 of these or not quite 2/3 of them! |
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