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  1. just wondering
  2. sixty percent of the time
     
  3. On Poker stars... 100% if im playing against them and 1% if Im holding them.

    More importanly what are the chances of making a flush with unsuited cards?
  4. odds double because you can make 2 flushes with unsuited cards obvvv
  5. If you hold two suited cards you have a 1% chance to flop a flush.
  6. i mean when all the cards are dealt
    Thread Starter
  7. Did we forget about suit domination? Odds of hitting a flush are like 1:2
     
  8. you need to learn about unsuited 3 gapers,

    they make more straights and more flushes
     
  9. About the same chance of my Ax holding over KJ... about 6%
  10. Diamonds hit the most flushes and that is the God's honest truth. FACT.
  11. suited diamonds as a rule are a coinflip over any 2 cards
     
  12. 50/50, either it happens or it doesn't
  13. A lot better than your chances if the cards are not of the same suit.
  14. the same as your odds of getting a legit answer=0%
  15. the best hand to hit a flush or striahgt is Ten Five off suit, with one off suit being a diamond.

    No matter what cards come you ALWAYS have a straight draw, and you chances of flopping a flush draw increase to 97%, while you odds of hitting that flush, because you have T5, pokerstars' favorite hand, you wll have a flush 93% of the time by the river, and a straight the other 7% of the time.
  16. No matter what cards come you ALWAYS have a straight draw

    what if they came AAA, KK2, 66A, TT5, and the list goes on.

    octan3 = pwned
     
  17. spade flushes >>>> diamond flushes

    quality over quantity
  18. Well, if you are still looking for a serious answer I believe its as follows...

    If you hold suited cards....

    1 in 116 times you will flop a made flush.
    1 in 11 times you will flop a flush draw.
    1 in 2.5 times your flush draw will hit.
    1 in 30 times you will hit a flush if you see all 5 cards. <-- Not positive about that one
  19. 6%
  20. Suppose you have any two suited cards and you get to see all five cards .

    Using combinatorics , you need three in that suit to make a flush from 50 remaining cards .

    There are 13-2 =11 cards in that suit and you need three of them to appear .

    Once you've selected 3 cards in that suit , there are 39 non flush out cards left .

    11C3 * 39C2/ 50C5 = 0.057 or 5.7 % which will happen about 1 in 16 attempts .

    I've excluded the case where 4 or 5 flush cards in that suit appear but it is negligible .

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