SOLUTION: I can't seem to find a right solution for this problem: If you are dealt an Ace and King of Clubs in Texas Hold'em poker, what is the probability of not hitting any of the nine po

Algebra ->  Algebra  -> Probability-and-statistics -> SOLUTION: I can't seem to find a right solution for this problem: If you are dealt an Ace and King of Clubs in Texas Hold'em poker, what is the probability of not hitting any of the nine po      Log On

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Question 133328: I can't seem to find a right solution for this problem:
If you are dealt an Ace and King of Clubs in Texas Hold'em poker, what is the probability of not hitting any of the nine poker hands. (see this link for poker hands) http://en.wikipedia.org/wiki/Rank_of_hands_(poker)
Please note that since you are dealt two cards there are now only fifty cards in the deck. And this problem does not account for any "Burn" cards, so it is such that you are just flipping over five cards. In other words, do not include burn cards.
I hope that you can answer my question and it probably helps if you know a small amount about Texas Hold'em...

Answer by stanbon(48568) About Me  (Show Source):
You can put this solution on YOUR website!
I suggest you check a site on the Internet that
addresses Texam HoldEm probabilities. Use Google
or try the following:
http://www.learn-texas-holdem.com/texas-holdem-odds-probabilities.htm
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Good luck.
Cheers,
Stan H.