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Poker probability help?
4) You have 1300 Kc Kd and $ in front of you. You raise to $ 50 and your opponent in the small blind, which is also $ 1,300, if the Hand started, re-raised to $ 300. They believe she has QQ, AK or AA. The flop comes Jc Ts 3d, and your opponent goes all-in of $ 1000 Based on their all-in do you use now, that they have either AA or QQ, and assume that you believe that they probably also one of the two couples. a) If they hand has QQ, which is what your probability of winning? b) If it has AA, what is your probability of winning the hand? C) Should you call? (Let X = number of chips you will have to hand. Calculate You call the expected value of X, if you and compare with the expected value of X, if you fold.) I tried to solve this problem, but no luck. So far I've listed (K, 9), (8,9), (Q 0.2 to 10), (Q, Q) such as maps, which could use your opponent to win. Now I have no idea how to go from here continued.
We will play strategy and to ignore the numbers. There are a few things missing here, however. How about if this is a ring game, tournament or SNG. Current blind amounts. How many players are on the table. Whether someone else is called, and your current position in relation to the dealer button. But without this we will have what we expect. has been Delt After the flop, we will assume there are at least 610 chips in the pot (the big blind had to have some shares in pot) a) Based on the flop and She has worked with KK and QQ, they have a 90% chance of winning the hand and it has 10% chance. (Specifically, 90.08% vs. 9.92%) b) if AA has the chance to tip over. You have 10% Chance to win, they would have 90%. C) At this point there are 1610 currently in the pot. You will 1.6:1 when you call. Not great odds, but not too bad considering Your hand. In my position, I raise to 900 increase from their 300 before the flop. But in your scinario I call the flop all-in. If AA then good for them. But honestly, most Player strategy shows you should not over-bet the pot when you try to place a value is bet. Again, the pot and bet at least 610 1,000 … so again, I call in this situation.
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Play Poker Like the Pros $2.94 Play Poker Like The Pros by Hellmuth, Phil. 8vo. 1st ed…. |