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How many different starting hand combinations are there?
Last Post 30 Mar 2011 8:11 AM by arkin. 5 Replies.
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JessicaJ User is Offline
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20 Jun 2009 7:19 AM  

In Hold'em, there are 1326 possible combinations that are possible for you to get dealt. This may seem like a lot but when you consider the 52 cards in the pack and KH 7S being one initial hand, it is not really that many. If you listed every possible combination you would find that there are 1326 different possible hands that you could start with.

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08 Jul 2009 1:17 PM  
In Hold'em, there are 1326 possible combinations that are possible for you to get dealt. This may seem like a lot but when you consider the 52 cards in the pack and KH 7S being one initial hand, it is not really that many. If you listed every possible combination you would find that there are 1326 different possible hands that you could start with.
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08 Jan 2010 3:20 AM  

What if you just consider suited and unsuited vs each suite?

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04 Jun 2010 4:50 AM  
I know that Texas Hold'em poker has a 2,652 possible starting hands. The way that you first get all the possible starting hands is to take the number of cards (52) and multiply that by 51 times
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25 Jun 2010 7:39 AM  
There are 1326 possible combinations that are possible for you to get dealt. You can see it here: http://www.top15poker.com/Strategy/..._Hands.htm
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30 Mar 2011 8:11 AM  
The practical answer must be 1,326. Although there are 5,304 different possible hands that you can be dealt it really doesn't matter if your pocket aces are a spade and a club or a heart and a diamond. So by dividing 5,304 to 4 you will get 1,326 which you can get rid of the issue of suit.
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