Ok ive been playin poker for some time now and thought i knew rules, but this hand came up in a home game last week with some discussion who won... first hand Ace high flush, second hand Queen high flush, how ever, Queen high also had straight...
Although we all see 7 cards in Texas hold 'em, our hand is only the best five cards from those seven. The hand rankings are:
High card One Pair Two Pair Three of a kind Straight Flush Full House Four of a kind Straight flush
If we have QT of hearts and the board comes: 9h, Jh, 8d, 3h,5c Our hand is the best five cards from those seven. So although we can make the straight from the eight to the Queen, we can also make the flush, which is a better hand. This means our hand doesn't actually include the 5c or the 8d and only contains the five flushing cards. We never play more than five cards and our five card hand is: Qh, Jh, Th, 9h, 3h.
So the Queen-high flush only wins against the Ace-high flush if the cards that make the straight are all of the same suit. So: 8h, 9h, Th, Jh, Qh. That would be a straight flush.
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High card
One Pair
Two Pair
Three of a kind
Straight
Flush
Full House
Four of a kind
Straight flush
If we have QT of hearts and the board comes: 9h, Jh, 8d, 3h, 5c
Our hand is the best five cards from those seven. So although we can make the straight from the eight to the Queen, we can also make the flush, which is a better hand. This means our hand doesn't actually include the 5c or the 8d and only contains the five flushing cards.
We never play more than five cards and our five card hand is: Qh, Jh, Th, 9h, 3h.
So the Queen-high flush only wins against the Ace-high flush if the cards that make the straight are all of the same suit. So: 8h, 9h, Th, Jh, Qh. That would be a straight flush.