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26 Cards in this Set
- Front
- Back
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odd and probability
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odds- chances against improving ie 7-1
probability %chance of improving |
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odds of improving a 4 flush
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1.86:1
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odds against a specific pocket pair
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220:1
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convert prob to odds
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100-prob/prob + odds
17%prob = 100-17/17 |
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holding 2 suited cards the probability of flopping a flush draw is
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11%
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a four flush on the flop completes ___% of the time by the river
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35%
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odds of 2 suited cards becoming a flush by the river
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25:1
probabilty 3.9% |
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odds of a set on the flop if holding a pair
prob ? |
7.5:1 11.8%
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convert odds to probability
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number on right / number on left plus the number on right
15:2 = 2/ 15+2 =11.8% |
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to make odds x:1
ie 90:3 |
divide both sides by the right side
90:3 = 90/3 : 3/3 = 30:1 |
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if the chances of event happenting are 1 in 221 the odds are
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220:1
221-1:1 |
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probability of getting a pocket pair is 1 in 17
odd are |
16-1
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odds of getting a set on flop are 7.5:1
what is prob |
1/8.5 =11.8
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open ended straight draw on turn 8 outs in 46 cards
odds are |
46-8 to 8 = 38:8 38/8:8/8 =4.75:1 4.8:1
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prob of suited cards in pocket is 23.5% odds against are
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100-23.5/23.5 = 76.5/23.5 =
3.3:1 |
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the odds of flopping a flush are 118:1
probability is |
118:1 = 1/119 = .0084 = .84%
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how many 2 card combos in deck
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1326
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how many combos of each pair
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6
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determine # of 2 card combos in deck
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52x51/2x1
1325 |
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determine # of 3 cards combos
in deck |
52x51x50 / 3 x2 x1
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# of 3 card flops
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50x49x48/3x2x1
52-2 cards in hand |
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# of possible flops
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19600
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# of 5 card spade flushes
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13 x 12 x11x10x9 / 5x4x3x2x1 =
154440 / 120 = 1287 |
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you have 2 cards- how many 5 card combos remain
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50x49x48x47x46 / 5x4x3x2x1 =
2,118,760 |
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# of 2 card combos in dec calculate
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52x51 /2x1 =1326
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# of pair combos from 4 jacks
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4x3 / 2x1 =6
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