Poker odds, wats the odds of winning the pot in texas holdem with jack 3 verses jackjack and ace ace?

Question

Poker odds, wats the odds of winning the pot in texas holdem with jack 3 verses jackjack and ace ace?

Answer 1

100%

Answer 2

You would win. 3 jacks would beat 2 pair.

Answer 3

3 of a kind beats 2 pair i believe

Answer 4

There's not enough information to calculate exact odds, but your chances are slim.  To sum it up, you'll have to get two 3's on the board without a jack or ace appearing, or if the jack-3 is suited, you could possibly draw a flush and hope for the best--that is, that no trips appear on the board (which would give opponents a full house), and that you don't see a pair plus ace or jack.

In short, it ain't good.

Answer 5

I deal poker for a living and can answer this for ya,  

J3 vs AA:

The overpair aces are roughly an 85% favourite.  This number will vary slightly depending on if the J3 is suited and if one of the aces is that suit.

J3 vs JJ:

This is even worse for the J3.  The JJ will win approx 85 - 90% of the time, again fluctuation depending on suits.

J3 vs JJ vs AA:

I assume the question meant that the hands are all played in a pot together and they're all on their backs before the flop, right?  

In this case the rate of wins for the J3 highly varies depending on whether they're suited or not and if that suit appears in the other hands.  Best case scenario for the J3 is that it's suited (say spades) and no other spades are in play yet.  Then the J3 wins roughly 10% of the time.  Worst case is that it's unsuited and can't win with a flush due to higher cards of that suit being present in the opponents hands.  In this case the J3 wins only about 3 or 4% of the time.  

Short answer = slim to fu*k all.

Answer 6

You can go for the triple 3's, or a flush, but therefore you have to be more specific, so it useless what you are asking.