Chop situation and math
05-23-2015
, 03:51 PM
Hey. I'm not quite sure about these chop situations.
Villain in this hand is playing 24/12 with 4% 3-bet.
I'm going to assume that his range is TT 88 and undefined amount of A-highs.
Let's simplify it so that there is no rake. If he has A-high and we chop, we win 15.5$ right?
So I solved for the breakeven point. Result: x = ~9.3
Then doing the equation
Can anyone verify that what I did here was correct?
888 Poker - $2 NL (6 max) - Holdem - 5 players
Hand converted by PokerTracker 4
SB: $247.65
BB: $228.09
Hero (UTG): $204.55
CO: $312.18
BTN: $100.00
SB posts SB $1.00, BB posts BB $2.00
Pre Flop: (pot: $3.00) Hero has K
A
Hero raises to $6.00, fold, BTN calls $6.00, fold, fold
Flop: ($15.00, 2 players) 9
7 7
Hero checks, BTN bets $8.00, Hero calls $8.00
Turn: ($31.00, 2 players) 9
Hero checks, BTN checks
River: ($31.00, 2 players) 4
Hero checks, BTN bets $12.00, Hero calls $12.00
Villain in this hand is playing 24/12 with 4% 3-bet.
I'm going to assume that his range is TT 88 and undefined amount of A-highs.
Let's simplify it so that there is no rake. If he has A-high and we chop, we win 15.5$ right?
So I solved for the breakeven point. Result: x = ~9.3
Then doing the equation
Can anyone verify that what I did here was correct?
888 Poker - $2 NL (6 max) - Holdem - 5 players
Hand converted by PokerTracker 4
SB: $247.65
BB: $228.09
Hero (UTG): $204.55
CO: $312.18
BTN: $100.00
SB posts SB $1.00, BB posts BB $2.00
Pre Flop: (pot: $3.00) Hero has K
A Hero raises to $6.00, fold, BTN calls $6.00, fold, fold
Flop: ($15.00, 2 players) 9
7 7 Hero checks, BTN bets $8.00, Hero calls $8.00
Turn: ($31.00, 2 players) 9
Hero checks, BTN checks
River: ($31.00, 2 players) 4
Hero checks, BTN bets $12.00, Hero calls $12.00
Spoiler:
