Quote:
Originally Posted by Irisheyes
When he folds we win the pot: $28+$18 = $46
When he calls lets just assume we never improve or show down the best hand so we lose every time. In this case we lose our $50 raise = -$50
0EV = x($46) + (1-x)(-$50)
Solve for x
x=0.52
So as far as I can work out he needs to fold to our check raise 52% of the time or more for the move to be profitable.
While your math isn't wrong, it can be deceiving. If you look at the bigger picture of this play, you also put in the PFR, so if we take into account, it becomes 0EV=($32)x+(-$64)(1-x)=> x=0.66
So it needs to work a lot more often.