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Texas Hold'em Probabilities

The hole-cards (the two opening cards dealt face down)

Concerning the hole-cards:

The probability of getting any given pair is 0,45249 % ,

while the probability of getting a random pair is 5,8824 % .

The probability of getting suited cards in given values is 0,30166 % ,

while the probability of getting randomly valued suited cards is 23,529 % .

The probability of getting unsuited cards in given but different values is 0,90498 % ,

while the probability of getting randomly but different valued unsuited cards is 70,588 %

2 players
If you’re in a 2-player-game, and your hole-cards make a pair, the probability
that your opponent doesn’t have a pair is 94,041 % .

Here are 3 tables about probabilities, they are as follows,
1. Your pair in comparisson with your opponents pair.
2. Your chances of leading with a pair before the flop.
3. Your chance to have the highest card, if no one have a pair.

Yet, if your opponent found a pair, the probabilities depend on the value of your own pair and are distributed as follows: (1)

Your Pair
Better Pair
Worse Pair
Same Pair
As
-
98,630 %
1,3699 %
Ks
8,2192 %
90,411 %
1,3699 %
Qs
16,438 %
82,192 %
1,3699 %
Js
24,658 %
73,973 %
1,3699 %
10s
32,877 %
65,753 %
1,3699 %
9s
41,096 %
57,534 %
1,3699 %
8s
49,315 %
49,315 %
1,3699 %
7s
57,534 %
41,096 %
1,3699 %
6s
65,753 %
32,877 %
1,3699 %
5s
73,973 %
24,658 %
1,3699 %
4s
73,973 %
16,438 %
1,3699 %
3s
90,411 %
8,2192 %
1,3699 %
2s
98,630 %
-
1,3699 %


The probabilities of you being ahead before the flop are distributed as follows: (2)

Your Pair
You're ahead
You're trailing
Same Hand
As
99,918 %
-
0,081633 %
Ks
99,429 %
0,48980 %
0,081633 %
Qs
98,939 %
0,97960 %
0,081633 %
Js
98,449 %
1,4694 %
0,081633 %
10s
97,959 %
1,9592 %
0,081633 %
9s
97,469 %
2,4490 %
0,081633 %
8s
96,980 %
2,9388 %
0,081633 %
7s
96,490 %
3,4286 %
0,081633 %
6s
96 %
3,9184 %
0,081633 %
5s
95,510 %
4,4082 %
0,081633 %
4s
95,020 %
4,8980 %
0,081633 %
3s
94,531 %
5,3878 %
0,081633 %
2s
94,041 %
5,8776 %
0,081633 %


If your opponent doesn’t have a pair, the probabilities for his or her high card depend on the value of your own high card and are distributed as follows: (3)

Your High Card
Better High Card
Worse High Card
Same High Card
A
-
87,771 %
12,229 %
K
15,958 %
72,853 %
11,188 %
Q
30,529 %
59,324 %
10,147 %
J
43,712 %
47,181 %
9,1067 %
10
55,507 %
36,427 %
8,0659 %
9
65,915 %
27,060 %
7,0252 %
8
74,935 %
19,081 %
5,9844 %
7
82,567 %
12,489 %
4,9436 %
6
88,812 %
7,2853 %
3,9029 %
5
88,812 %
3,4692 %
2,8621 %
4
97,138 %
1,0408 %
1,8213 %
3
99,219 %
-
0,78057 %
2
-
-
-

The 2s is not included because it would never be possible for the 2s to be the highest card. You can have 2 and 3 in your hand, then 3 is the highest card. If you have 2 and 2 it will create a pair, then see table (1) and (2).

 

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