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Suited Poker Cards
Whenever there are suited cards on board there is a possibility of a flush. You will be dealt suited cards 23.5 percent of the time. Here are the odds for making a flush.
With two suited cards
the probability of Percent Odds Against
Flopping two for a four flush 11 8.1 to 1
Then making the flush with
2 cards to come (9 outs) 35 1.9 to 1
Flopping three for a complete flush 0.84 118 to 1
Flopping one of your suit 41.6 14 to 1
Flopping one and making flush
on the river 4.2 23 tol
Flopping none of your suit 46.6 1.1 to 1
Making a flush of a different suit
(5 suited cards on board) 0.2 548 to 1
Connectors
There are many combinations of cards that you use to make a straight. It is easiest when you start with maximum connectors. Max connectors are two cards adjacent to each other with three cards open on each end. There are seven sets of max connectors. They are 4-5, 5-6, 6-7, 7-8, 8-9, 9-T, and T-J. The chart below shows the odds for certain situations.
Maximum Connectors
the probability of Percent Odds Against
Starting hand.
All—suited and unsuited 8.5 11 to 1
Starting hand. Suited only 2.1 46 tol
Flopping an open ended
straight draw 9.8 9 tol
Then making a straight with
2 cards to come (8 outs) 31.5 2.2 to 1
Flopping an inside straight draw 21.6 3.6 to 1
Then making a straight with
2 cards to come (4 outs) 16.5 5 to 1
Flopping a straight 1.3 76 to 1
In some cases I have rounded the numbers instead of using two decimal places. For those wishing to do the calculations, the math used is explained in detail in Hold'em Odds by Mike Petiv.
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Two Poker Cards Of Different Ranks
Two Cards of Different Ranks
The majority of your starting hands will consist of two off-suit cards Holding different ranks
the probability of flopping Percent Odds Against
One Pair 29 2.5 to 1
Two Pairs 2 49 to 1
Trips 1.4 73 tol
Full House 0.1 1,087 to 1
Quads 0.01 9,799 to 1
At least a Pair 32 2.1 to 1
No Pairs 68 0.5 to 1
With two cards to come
the probability of Percent Odds Against
No pair improving to at least one pair 24 3.2 to 1
No Pair improving to two pairs or trips 1.4 71 to 1
Pair improving to two pairs or better 20 3.9 to 1
Two Pairs Improving to Full House 17 5 tol
Trips improving to Full house 33 2 tol
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