Texas Hold'Em Calculator

Building your own Texas hold em calculator on your computer is very easy, all you need to know are the math equations have a copy of Microsoft Excel. If you want to go high tech, you can always look for programs that will allow you to put your Excel spreadsheets online, turning your desktop calculator into an online calculator. OK, so the first step to building your calculator is knowing what math equations you will need to produce the right results.

The first equations will be for the number of outs you have remaining to win the hand. If you want to determine how many outs you have after seeing the flop for the turn the math equation is as follows: The number of outs you have divided by 47, which is the number of unknown cards remaining. There are 52 cards in the deck, you have 2 in your hand and 3 on the flop, thus 52 minus 5 equals 47. So let's say you are holding King Queen of spades and the flop came Jack of Spades, Ten of Spades, four of diamonds.

If you pick up any ace or any nine you will have a straight, which gives you a total of eight outs for your straight. There are a total of 13 flush cards in the deck and you currently have 4 of them, leaving you with nine outs. However, being that there are 2 flush cards being accounted for if you hit a straight (the ace of spades and the nine of spades) you have to subtract those two cards from nine leaving you with seven more outs to hit a flush. So you have a total of 17 outs to win the hand by either straight or flush.

Being that a king or queen may also give you the highest hand with a pair, you have 6 more additional outs, the king of diamonds, clubs, and hearts as well as the queen of those same three suits. So best case scenario you have 23 outs to win the hand. 23/47 will tell you your percent chance of making your hand. In this case its about 49%. If you want to avoid the decimal system multiply the number you came up with by 100.

For the river the equation will be exactly the same, only you would divide the number of outs by 46 instead of 47, because there is one less card left in the deck for the river. So your river equation would be # of outs divided by 46 times 100 to avoid decimals.

If you want to know your chance of making your hand on either the turn or river the equation goes something like this: 1 minus ((47 minus the number of outs you have) divided by 47) times ((46 minus the number of outs you have) divided by 46) times 100. The reason you are using the number one at the beginning is because without it, you would have the percent chance you won't win, as opposed to the percent chance you will win.

If all these numbers are too messy and complicated you can always use the "on the fly" method to calculate. If you want to know your chance of winning on either the turn or river take the number of outs you have and multiply that number by 4. The more outs you have the more inaccurate this method becomes, but then again at it's worse its only off by about 4%. For hitting your card on either the turn or river multiply the number of outs you have by 2.

For odds against take the number of cards remaining in the deck and subtract the number of outs you have. This gives you the first number in your equation. Now divide that number by the number of outs you have.

For example you are chasing an inside straight draw giving you 4 outs to make your hand. So you have 47 cards remaining in the deck minus 4 gives you 43 cards that hurt you. Divide 43 by 4 to find out your odds against. In this case its 10.75 to 1. This number tells you how many chips need to be in the pot for you to make the right play mathematically to win. In other words if you are chasing an inside straight there should be about 11 times more chips in the pot than what you are investing to make your play worth it mathematically.

For a more detailed look at pot odds, we have this equation. Take the amount of money in the pot and divide that by how much money you have to put into the pot. Let's say there is $ 250 in the pot and you have to call another $ 25. So you are putting $ 25 into a pot that will then be $ 275. Those are pretty good numbers and will be worth a call depending on the numbers you came up with in the odds against equation.

If you want to know your winning percentage compared to cost to call the equation is as follows: cost to call divided by the money in the pot plus your cost to call. So in the above equation you would have $ 25 / $ 275 which comes out to 9%. If you are chasing an open ended straight draw the numbers are on your side to making a good call. If it's an inside straight draw and you don't have to make another bet on the turn if you don't hit, then it's a solid bet as well.

Finally we have investment odds. This is an educated guess of what you'll win from your opponents. This is why it is sometimes mathematically correct to play a weaker hand in the hopes of cracking your opponents hands. If you know two players are willing to risk a lot of chips on the hand you can be correct in your play being that you believe you will make a return on your investment. This equation lets you make some wilder plays than what you typically would if just playing by odds alone. The equation is the perceived pot size by the end times your percent chance of winning divided by your total investment. If the number is greater than 1 then you are making a good play.

Let's say for example you have a 20% chance to win and you believe the pot will be $ 400 by the end but you are only investing in $ 60 as other players will fold by the time you hit the river. So you have (400 times .2) divided by 60. You will come up with a value of 1.3 meaning it is a good play.

Hopefully now you can go off and write your own Texas hold em calculators with the equations found in this article.

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Source by Michael Neilson