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This is a discussion on permutations within the General info about Poker forums, part of the Poker Area category; The general form of permutations is P(n, r) = \frac{n!}{(n-r)!}. thus: P(52,5) = \frac {52!} {(52-5)!} = \frac {52!}{47!} = ...
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24th June 2008, 10:02 PM
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#1 |
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permutations
The general form of permutations is
P(n, r) = \frac{n!}{(n-r)!}. thus: P(52,5) = \frac {52!} {(52-5)!} = \frac {52!}{47!} = 311,875,200 This ordered list of favored cards in poker is called a permutation. 
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25th June 2008, 03:02 AM
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"Naked Slot Player"
 
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Re: permutations
pokerstars, you sound like a "math" man. wahooo
gotta check on the permutation stuff now. |
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25th June 2008, 08:11 PM
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Re: permutations
A lot of poker deals with mathematical understanding. Probability, favorability and betting all utilizes an understanding of math. You do not have to be an expert to win, but it can always increase your chance of surviving if you lose.
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