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Gaming Guru
How do I calculate the long-term payback of a video poker pay table?8 February 2010
Dear JG, We don't really use a formula to calculate the long-term payback for a video poker paytable. We use iteration. The procedure follows. For each 5-card hand you can be dealt (there are 2,598,960 of them), calculate the expected value of all the ways there are to draw five cards, four cards, three cards, two cards, one card and zero cards. Keep track of the option that had the highest expected value and move on the next hand. After you've evaluated all of the hands, add up the expected values to get the long-term payback for the pay table. Let's look at how to handle a hand. Say the hand you're evaluating is a royal flush in spades. First find the value of the hand without drawing any cards. Next, find the values of all the possible hands you can make by holding the 10 of spades and drawing replacements to find the expected value of holding the 10. Then find the values of all the possible hands you can make by holding the jack of spades and drawing a replacement to find the expected value of holding the jack. Do the same for holding the queen, king and ace. Now, move on to evaluating all the possible hands you can make from all the combinations of two cards you can hold. Repeat for all of the combinations of holding three cards and four cards. The combination of hold cards with the highest expected value is the mathematically correct way to play that hand. In this case, obviously, the best play is to hold the pat royal. Best of luck in and out of the casinos, Send your slot and video poker questions to John Robison, Slot Expert, at slotexpert@comcast.net. Because of the volume of mail I receive, I regret that I can't reply to every question. This article is provided by the Frank Scoblete Network. Melissa A. Kaplan is the network's managing editor. If you would like to use this article on your website, please contact Casino City Press, the exclusive web syndication outlet for the Frank Scoblete Network. To contact Frank, please e-mail him at fscobe@optonline.net. Recent Articles
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