Quote:
Originally Posted by answer20
87653 loses to 87652 (tie, tie, tie, tie, 2 is lower - winner)
This isn't the best explanation. Not incorrect, just poor because the defining card is the lowest for each player. This leads to, "but I have an ace".
I always explain it two ways. First, line the cards up in descending order to form a number. Lowest number wins. So, 76541 loses to 76432.
If they still don't get it I ask - Assume ace is always low (1) and straights and flushes don't count. What hand would win high? The other is the low.