Probably too simple of a question but not sure how to solve,
Let's say flop goes x/x. Our opponent is oop and leads at y frequency w/ z sizing. If we are facing that bet ott at y, and we know our opponent will only bet the river with an underbluffed range (or checks and loses), how frequent must our opponent end up betting the river to make us better off folding the turn to a certain z sizing? Is it simply 1-(how much equity we need to call given z sizing) ? Or must we also consider y (assuming opponents range polarized ofc).
If opponents range is completely polarized, it is 1-(how much equity we need to call given z sizing), just like you said.
If he's not completely polarized, he can check back river a bit more.
If hero calls
River:
Villain bets river with an unbalanced range so we always fold
Hero always wins when villain checks
Sent from my SM-G900R4 using Tapatalk
yup
Quote:
Originally Posted by ZKesic
If opponents range is completely polarized, it is 1-(how much equity we need to call given z sizing), just like you said.
If he's not completely polarized, he can check back river a bit more.
