Card Odds Texas Holdem

 
  1. Odds Of Texas Holdem Hands
  2. Card Player Texas Holdem Odds Calculator

Introduction

The poker odds calculator is a useful tool in the study of hold 'em odds. Use the tool to calculate odds for any possible combination of known cards and unknown cards. Get Your Miniature (Credit Card Sized) Texas Holdem Starting Hands Cheat Sheet; Poker Odds Cheat Sheet (for Texas Hold’em) How To Use This Pot Odds Cheat Sheet – Facing River. The poker odds calculators on CardPlayer.com let you run any scenario that you see at the poker table, see your odds and outs, and cover the math of winning and losing poker hands. Texas Hold'em Omaha. Calculating hand odds are your chances of making a hand in Texas Hold'em poker. For example: To calculate your hand odds in a Texas Hold'em game when you hold two hearts and there are two hearts on the flop, your hand odds for making a flush are about 2 to 1. The Odds are defined as the ratio of the number of ways not to draw the hand. In some popular variations of poker such as Texas Hold 'Em, a player uses the best five-card poker hand out of seven cards. The frequencies are calculated in a manner similar to that shown for 5-card hands, except additional complications arise due to the extra. With nine outs and 46 cards unknown, there are nine cards that will let you win the hand and 37 cards (46 unseen cards - 9 winning cards) that will cause you to lose. Thus the odds of you getting.

The following table ranks the top hands in an 8-player game. This table assumes that all players stay in until the end.

Explanation of column headings.
  • Cards: Initial two-card hand.
  • Probability of win: Probability that this hand will win, or tie for the win.
  • Average win: This is how much the player will win on average, including his own bets, if the player does win. This is less than 8 because sometimes the player will have to split the pot.
  • Expected value: This is how many units the player can expected to win (positive) or lose (negative) with this hand. For example if the player had a pair of aces and contibuted $1 to the pot then the player could expect to have a net win of $2.09.
  • Probability: Probability of getting this hand to begin with.
  • Additive probability: Probability of getting this hand or any stronger hand to begin with.

Odds Of Texas Holdem Hands

Initial Hold'em Hands in Rank Order for 8-Player Game

CardsProbability of WinAverage WinExpected ValueProbabilityAdditive Probability
Pair of A's39.05%7.942.0990.45%0.45%
Pair of K's33.26%7.921.63280.45%0.9%
Pair of Q's28.71%7.881.26280.45%1.36%
A/K suited26%7.670.99530.3%1.66%
Pair of J's25.13%7.840.97050.45%2.11%
A/Q suited24.51%7.60.86280.3%2.41%
K/Q suited23.72%7.610.80430.3%2.71%
A/J suited23.41%7.530.76160.3%3.02%
Pair of T's22.32%7.790.73950.45%3.47%
A/K unsuited22.68%7.610.72640.9%4.37%
K/J suited22.66%7.530.70730.3%4.68%
A/T suited22.55%7.450.68030.3%4.98%
Q/J suited22.1%7.520.66220.3%5.28%
K/T suited21.87%7.470.6330.3%5.58%
Q/T suited21.38%7.450.59360.3%5.88%
J/T suited21.26%7.440.58130.3%6.18%
A/Q unsuited20.98%7.510.57650.9%7.09%
Pair of 9's19.89%7.810.55270.45%7.54%
K/Q unsuited20.31%7.520.52810.9%8.45%
A/9 suited20.28%7.390.49810.3%8.75%
A/J unsuited19.7%7.410.46070.9%9.65%
K/9 suited19.5%7.420.44660.3%9.95%
A/8 suited19.66%7.320.43860.3%10.26%
K/J unsuited19.1%7.430.41830.9%11.16%
Pair of 8's18.19%7.790.41640.45%11.61%
T/9 suited19.18%7.380.41620.3%11.92%
Q/9 suited19.03%7.410.41070.3%12.22%
J/9 suited18.96%7.40.40320.3%12.52%
A/5 suited19.29%7.210.39140.3%12.82%
A/7 suited19.12%7.260.38830.3%13.12%
Q/J unsuited18.67%7.410.38320.9%14.03%
A/T unsuited18.74%7.310.37050.9%14.93%
A/4 suited18.86%7.230.36380.3%15.23%
A/6 suited18.62%7.220.34480.3%15.54%
A/3 suited18.41%7.260.3360.3%15.84%
K/T unsuited18.18%7.330.33280.9%16.74%
K/8 suited18.05%7.330.32340.3%17.04%
Pair of 7's16.85%7.770.3090.45%17.5%
Q/T unsuited17.83%7.320.30440.9%18.4%
J/T unsuited17.86%7.30.30410.9%19.31%
A/2 suited17.86%7.280.29970.3%19.61%
T/8 suited17.68%7.320.29490.3%19.91%
Q/8 suited17.51%7.340.2850.3%20.21%
J/8 suited17.44%7.330.27920.3%20.51%
K/7 suited17.57%7.270.27770.3%20.81%
9/8 suited17.31%7.380.27680.3%21.12%
K/6 suited17.17%7.230.24130.3%21.42%
Pair of 6's15.84%7.750.22820.45%21.87%
K/5 suited16.83%7.20.21170.3%22.17%
8/7 suited16.38%7.350.20330.3%22.47%
K/4 suited16.44%7.220.18690.3%22.78%
9/7 suited16.2%7.330.18680.3%23.08%
T/7 suited16.3%7.260.18270.3%23.38%
Q/7 suited16.22%7.250.17560.3%23.68%
A/9 unsuited16.27%7.20.17110.9%24.59%
J/7 suited16.07%7.260.16620.3%24.89%
K/3 suited16.06%7.260.16530.3%25.19%
Pair of 5's14.93%7.730.15420.45%25.64%
7/6 suited15.66%7.330.14810.3%25.94%
K/2 suited15.7%7.290.14460.3%26.24%
Q/6 suited15.85%7.20.14170.3%26.55%
T/9 unsuited15.71%7.210.13320.9%27.45%
K/9 unsuited15.62%7.240.13080.9%28.36%
8/6 suited15.37%7.30.12230.3%28.66%
Q/5 suited15.56%7.170.11580.3%28.96%
Pair of 4's14.31%7.760.11030.45%29.41%
J/9 unsuited15.34%7.220.10810.9%30.32%
6/5 suited15.12%7.320.10670.3%30.62%
Q/9 unsuited15.27%7.230.10440.9%31.52%
A/8 unsuited15.55%7.10.10370.9%32.43%
Q/4 suited15.16%7.20.09160.3%32.73%
9/6 suited14.99%7.260.08910.3%33.03%
5/4 suited14.74%7.320.07890.3%33.33%
T/6 suited15.03%7.180.07850.3%33.63%
Pair of 3's13.83%7.80.07820.45%34.09%
7/5 suited14.74%7.290.07410.3%34.39%
Q/3 suited14.81%7.240.07210.3%34.69%
J/6 suited14.92%7.170.06910.3%34.99%
Pair of 2's13.49%7.830.0570.45%35.44%
Q/2 suited14.46%7.280.05240.3%35.75%
A/5 unsuited15.1%6.950.04890.9%36.65%
A/7 unsuited14.94%7.010.04730.9%37.56%
J/5 suited14.66%7.130.04540.3%37.86%
6/4 suited14.07%7.330.03060.3%38.16%
8/5 suited14.22%7.240.03030.3%38.46%
J/4 suited14.28%7.160.02220.3%38.76%
A/4 unsuited14.63%6.960.01840.9%39.67%
5/3 suited13.71%7.330.00490.3%39.97%
J/3 suited13.92%7.20.00230.3%40.27%
A/6 unsuited14.39%6.9500.9%41.18%
T/8 unsuited14.07%7.11-0.00020.9%42.08%
K/8 unsuited14.01%7.09-0.00590.9%42.99%
9/5 suited13.81%7.19-0.00660.3%43.29%
T/5 suited13.98%7.09-0.00920.3%43.59%
A/3 unsuited14.15%6.99-0.01110.9%44.49%
9/8 unsuited13.73%7.18-0.01370.9%45.4%
J/2 suited13.59%7.24-0.01540.3%45.7%
7/4 suited13.48%7.28-0.01870.3%46%
J/8 unsuited13.68%7.11-0.02780.9%46.91%
T/4 suited13.64%7.11-0.03040.3%47.21%
Q/8 unsuited13.6%7.11-0.03310.9%48.11%
4/3 suited13.09%7.37-0.03510.3%48.42%
T/3 suited13.3%7.15-0.0490.3%48.72%
A/2 unsuited13.54%7.01-0.05070.9%49.62%
K/7 unsuited13.48%7-0.05570.9%50.53%
6/3 suited12.85%7.33-0.05870.3%50.83%
8/4 suited12.98%7.22-0.06260.3%51.13%
T/2 suited12.95%7.19-0.06820.3%51.43%
5/2 suited12.5%7.33-0.08390.3%51.73%
8/7 unsuited12.79%7.13-0.08770.9%52.64%
9/4 suited12.71%7.16-0.09080.3%52.94%
K/6 unsuited13.02%6.94-0.09720.9%53.85%
4/2 suited12.08%7.38-0.10790.3%54.15%
7/3 suited12.25%7.27-0.11010.3%54.45%
9/3 suited12.37%7.19-0.11080.3%54.75%
9/7 unsuited12.54%7.09-0.11140.9%55.66%
T/7 unsuited12.55%6.98-0.12380.9%56.56%
9/2 suited12.03%7.24-0.12870.3%56.86%
K/5 unsuited12.65%6.88-0.12980.9%57.77%
7/6 unsuited12.08%7.09-0.14330.9%58.67%
8/3 suited11.88%7.19-0.14520.3%58.97%
3/2 suited11.49%7.43-0.14540.3%59.28%
6/2 suited11.62%7.32-0.14920.3%59.58%
Q/7 unsuited12.22%6.95-0.15110.9%60.48%
J/7 unsuited12.18%6.97-0.15140.9%61.39%
K/4 unsuited12.21%6.9-0.15790.9%62.29%
8/2 suited11.57%7.23-0.1630.3%62.59%
8/6 unsuited11.7%7.04-0.17670.9%63.5%
K/3 unsuited11.79%6.94-0.18180.9%64.4%
6/5 unsuited11.51%7.07-0.18650.9%65.31%
Q/6 unsuited11.81%6.87-0.1890.9%66.21%
7/2 suited11.19%7.24-0.18970.3%66.52%
K/2 unsuited11.41%6.98-0.20350.9%67.42%
5/4 unsuited11.12%7.06-0.21490.9%68.33%
9/6 unsuited11.22%6.97-0.21820.9%69.23%
Q/5 unsuited11.46%6.82-0.21910.9%70.14%
7/5 unsuited11.07%7-0.22490.9%71.04%
T/6 unsuited11.18%6.83-0.23610.9%71.95%
Q/4 unsuited11.03%6.84-0.24540.9%72.85%
J/6 unsuited10.94%6.8-0.25620.9%73.76%
6/4 unsuited10.39%7.05-0.26770.9%74.66%
Q/3 unsuited10.63%6.88-0.26790.9%75.57%
8/5 unsuited10.47%6.92-0.27570.9%76.47%
J/5 unsuited10.64%6.73-0.28370.9%77.38%
Q/2 unsuited10.26%6.93-0.2890.9%78.28%
5/3 unsuited10.04%7.04-0.29360.9%79.19%
J/4 unsuited10.22%6.76-0.30910.9%80.09%
9/5 unsuited9.97%6.82-0.32060.9%81%
7/4 unsuited9.73%6.95-0.32380.9%81.9%
T/5 unsuited10.06%6.65-0.33080.9%82.81%
J/3 unsuited9.83%6.81-0.33120.9%83.71%
4/3 unsuited9.38%7.08-0.3360.9%84.62%
J/2 unsuited9.46%6.86-0.35120.9%85.52%
T/4 unsuited9.66%6.67-0.35540.9%86.43%
6/3 unsuited9.08%7-0.36420.9%87.33%
8/4 unsuited9.12%6.84-0.37660.9%88.24%
T/3 unsuited9.28%6.72-0.37670.9%89.14%
5/2 unsuited8.73%7-0.38920.9%90.05%
T/2 unsuited8.93%6.76-0.39620.9%90.95%
9/4 unsuited8.76%6.71-0.41260.9%91.86%
4/2 unsuited8.3%7.06-0.41380.9%92.76%
7/3 unsuited8.41%6.88-0.42190.9%93.67%
9/3 unsuited8.4%6.74-0.43380.9%94.57%
9/2 unsuited8.04%6.8-0.45310.9%95.48%
3/2 unsuited7.67%7.12-0.45430.9%96.38%
6/2 unsuited7.79%6.94-0.460.9%97.29%
8/3 unsuited7.96%6.73-0.46460.9%98.19%
8/2 unsuited7.61%6.77-0.48440.9%99.1%
7/2 unsuited7.28%6.77-0.50730.9%100%
Total7.20100%

Methodology

This table is the result of a random simulation of 25,729,704,000 games and assumes all players stay in until the end of the hand.

The following table shows my power rating for each initial 2-card hand in a 8-player game. The numbers are on a 0 to 40 scale. Basically, you should only play hands that are dark green, blue, or purple. Of course you should be more be more liberal in late position and picky in early position.

Use the top table if you have a pair, the middle table if your cards are suited, and the bottom table if your cards are unsuited. Except for a pair,look up your high card along the left and your low card along the top.

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Written by: Michael Shackleford