When I played this hand I thought it was incorrect to call at the turn but did it anyway (no excuses). Now that I'm writing this post I'm totally unsure and would appreciate some clarification.
Working with the rule of 4 and 2, I think I was correct to call the flop because I had 9 outs to the flush x 4 = 36% (1.77 to 1) and I was getting odds of 2.66 to 1. Given the board, I could also add a little given an Ace might see me home too.
But on the River I'm getting odds of 4.66 to 1 and my 9 outs x 2 only give me 18% 4.55 to 1.
If I wanted to convince myself that calling was the right action, then adding the 3 aces in would give me 24% (3.16 to 1) and the right odds to call.
Assuming my math is correct, my questions:
(a) should I have added the aces in?
(b) in this case the villain helped me out by only betting the same size bet on the turn as he did the flop. If he made a similar bet in relation to pot size it would have priced me out, even including the aces. This is the bit I am most confused about when calling a flop bet because in the back on my mind I know it is likely I'll be priced out of calling the turn if I don't hit. And, if that's the case - why am I assuming I have two chances when calling the flop as there is a high likelihood I'll never see a river if I don't hit?
PokerStars - $0.02 NL (9 max) - Holdem - 8 players
Hand converted by PokerTracker 3
CO: $0.94
BTN: $3.23
Hero (SB): $3.33
BB: $5.03
UTG: $1.02
UTG+1: $2.70
MP: $1.92
MP+1: $0.73
Hero posts SB $0.01, BB posts BB $0.02
Pre Flop: ($0.03) Hero has A
8
fold,
fold,
MP raises to $0.06, MP+1 calls $0.06,
fold,
fold,
Hero calls $0.05,
fold
Flop: ($0.20, 3 players) 4
9
K
Hero checks,
MP bets $0.12,
fold,
Hero calls $0.12
Turn: ($0.44, 2 players) 7
Hero checks,
MP bets $0.12,
Hero calls $0.12
River: ($0.68, 2 players) 6
Hero bets $0.43,
fold
Hero wins $0.66