Video poker offers some of the best odds in the casino. It's a good alternative to slot machines since you still have the chance of hitting a big jackpot, but you're about five times more likely to actually get it.  Slot players should seriously consider graduating to video poker, because they're much more likely to win that way.  The only catch is that to enjoy the good odds, you have to learn the proper strategy.  If you just guess then you could easily do worse than with slots.  But you came to the right place, because we'll cover strategy here.
All possible resulting hands and pays for a hold of just the ace of hearts must be calculated. The same must then be done for a save of just the 3 of spades, the 4 of hearts, the 5 of clubs, and the king of diamonds. Then the same must be done for each possible hold of two cards. Then the same is done for holds of three cards. The same is done for holds of four cards. Finally the return for a hold of all five cards is calculated. The returns are then compared in order to select the best possible hold (in terms of money returned). The results for each of the over two and a half million possible hands are summarized in order to develop the strategy.
Another type of strategy could favor winning as many hands as possible regardless of the amount of the win. For example, any time a high pair is dealt it would be saved even if there were decent shots at a royal flush or other higher paying results in the same hand. This type of strategy may find the player winning more hands, but the amount won per hand would be significantly less than is possible.
Playing hunches or streaks may work for a hand or two (or possibly even a session or two), but far more often these tactics will not work. In fact, by employing these types of playing strategies, you will end up giving the casino even more of your hard earned money than you need to. Only by using mathematically derived video poker playing strategies will you get every cent you can from your video poker play over the long run.

Obviously, the more you bet, the more you will win for any given hand. With one exception, the win for any given hand and bet is proportional to the amount bet. However, notice that for a royal flush the win is 1000 for a bet of four coins and 4000 for a bet of 5 coins. The disproportionately high payoff of 800 per coin bet for a royal flush, with a five coins bet, is what economists would call an economy of scale. You will see this in almost every video poker game. If you don't bet the maximum number of coins, the cost of being short-changed on a royal amounts to about 2% of money bet, which is a lot. The wise video poker player will always bet max coins per hand.
As you have learned in the first chapter, one of the main reasons for the popularity of video poker is it usually has a considerably higher payback than slot machines. In fact some games return more than 100 percent for a skilled player. Regardless of which video poker game you play, achieving the long term return percentage is dependent on getting your fair share of royal flushes. By a royal flush I mean the royal flush that really counts – the natural royal flush that is formed without the aid of a wild card. These generally pay 4,000 credits for a five-credit bet or 800 for 1.
Video poker made its entry to the casino in the seventies; and is today one of the most popular forms of gambling. For the player who likes a game of skill, a low house edge, the possibility of large wins, and the anonymity of playing alone there is nothing else that can compare to video poker. The rules of video poker are simple; you play 1 to 5 coins, the machine give you five cards, you choose which to hold and which to discard, the machine replaces your discards and pays you off according to the value of your hand.

Obviously, the more you bet, the more you will win for any given hand. With one exception, the win for any given hand and bet is proportional to the amount bet. However, notice that for a royal flush the win is 1000 for a bet of four coins and 4000 for a bet of 5 coins. The disproportionately high payoff of 800 per coin bet for a royal flush, with a five coins bet, is what economists would call an economy of scale. You will see this in almost every video poker game. If you don't bet the maximum number of coins, the cost of being short-changed on a royal amounts to about 2% of money bet, which is a lot. The wise video poker player will always bet max coins per hand.
Had purchased "The Ultimate Video Poker Experience" as gift for my husband and it was very disappointing for him - you can read my review of it here on Amazon. This one, however, he is thrilled with. He goes to Vegas quite often (I don't go) and loves the video poker slots so wanted some coaching on making the correct choices when playing. We thought the other game included a tutorial but it didn't - that was just one thing. This one lets you play, but if you make a "move" that is not wise, it will stop you and help you choose the right move. Then, if you have done so, it will let you continue on. This is just what he wanted and he is very pleased with it. Good variety of games to choose from. Fast shipping too; we got it in no time.
Of course, you don’t actually have to memorize the strategies in order to play video poker reasonably well. Even if you want to play optimally, you can use visual aids whilst playing online. This is much simpler than trying to play from memory. However, as you play a particular machine more and more, you’ll find yourself relying on these ‘cheat sheets’ less and less. Instead, you’ll begin to notice that you have a better handle on the strategies needed to win on each different type of different video poker game.
Just as in the quick version, a few hands are never broken up. Obviously, if you're fortunate enough to be dealt a royal flush, you hold all five cards and wait for your payoff. (On payoffs this large, the machine will flash "Jackpot!" or "Winner!" In these cases the winnings will be paid by an attendant rather than by the machine. Do not put more coins in the machine or attempt to play another hand before you are paid for the royal flush.)
In this chapter you learned how video poker strategy charts are created. The process is very computationally intense. By using the math of video poker to create a strategy that maximizes the return of every hand, the resultant strategy will have the highest return possible. You also learned that while there may be scores of lines in a strategy chart, the charts are straightforward to use. In order to properly use a strategy chart the video poker player must know the relative amount paid for each different hand. They must also know how to determine whether a straight or straight flush is a fully open or an inside hand. Having learned how to use a video poker strategy chart, you are ready to learn how to practice playing video poker in order to learn how to play without having to check a strategy chart for each hand. You will learn how to do this in chapter 7.

You learned in chapter 3.4 that the variance of a multiple play game increases as the number of lines played increases. The variance of a single play game is lower than the variance of a three play game. The variance of a five play game is higher than the variance of a three play game, and so on. In this section you will find out specific bankroll sizes for a couple of games at a different number plays for each game.
×