Hi all
In Bill Chen's book 'The Mathematics of Poker', it states that "the equity of our random hand against a distribution of AA-JJ and AK is about 24.95%". This refers to a game of no-limit holdem, 2 players left, where the pot is $45 (big blind, small blind and one $30 bet), and the player is risking $190 to jam the pot.
It starts by saying we have an equity of about 45%, which I'm fairly certain comes from equity = cost of call/new pot size (in this 190/415).
Despite my best efforts, I haven't been able to figure out where 24.95% comes from though.
Any ideas would be greatly appreciated. Thanks
