Each VP variety and paytable has its own strategy.  The strategy for Jacks or Better is different from that for Deuces Wild, and within each style of machine, each paytable can have its own strategy.  Learning all those strategies is tedious, so I recommend you figure out which video poker game you like best, and then learn the strategy for it.  If you get bored with that game then you can learn another strategy at that time.  For now, let's start out with an lesson on Full-Pay Jacks or Better. I chose this game because:


After studying this payout and odds table, it is notable that there is an inequality between the odds and the payouts of some hands despite the fact a Full House is more likely to happen than a straight or a flush, but pays more than these two hands. It is clear from the pay table that hands that are not likely going to happen pay more while hands that are more likely to happen pay less. Despite this, the game is in the favor of the player, which is why it can be only found online or at big land-based casinos. You are surely not going to find them in bars or other small gambling venues.


There are several different ways to develop a video poker playing strategy. It could be tailored to favor hitting royal flushes. A strategy developed in this way could be useful in video poker tournaments where the participant has a limited amount of time to get a high score in order to win. This type of strategy would see a greater number of royal flushes. It would however also see a smaller return to the player because smaller winning hands would be sacrificed in favor of holding for a royal flush.
Two important points to remember: Don't overbet your bankroll, and if a machine is available at which you feel comfortable playing the maximum number of coins, do so. If you are sitting down to play with $20, you don't belong at a $1 machine that will take up to $5 at a time. It is better to play five quarters at a time than one dollar at a time. Though video poker machines pay back a high percentage of the money put into them, the payouts are volatile. It is not unusual to go five or ten or more consecutive hands with no payout. Don't play at a level at which you do not have the funds to ride out a streak.
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.
Stick to the proper way of how to play video poker as well as video poker strategy and you won't necessarily be able to become a professional video poker player, but if you're looking for the one casino game besides traditional poker where you can get positive expected value, or at least a very low house advantage giving you hours of play for a very small investment, video poker may be your game. 
Each VP variety and paytable has its own strategy.  The strategy for Jacks or Better is different from that for Deuces Wild, and within each style of machine, each paytable can have its own strategy.  Learning all those strategies is tedious, so I recommend you figure out which video poker game you like best, and then learn the strategy for it.  If you get bored with that game then you can learn another strategy at that time.  For now, let's start out with an lesson on Full-Pay Jacks or Better. I chose this game because:
In the right circumstances, however, the player sometimes will break up a flush, a straight, or a pair of jacks or better. If you do not have one of the "always keep" hands, use the following list. Possible predraw hands are listed in order. Find the highest listing that fits your predraw hand, and discard any cards that do not fit the hand. For example, if your hand includes jack of spades, jack of diamonds, 10 of diamonds, 9 of diamonds, and 8 of diamonds, you have four cards to an open straight flush in diamonds, and you also have a pair of jacks or better. The four-card open straight flush is higher on the list than the pair of jacks or better, so you would discard the jack of spades and draw to the four-card straight flush. You are giving up the certain 1-for-1 payoff for a pair of jacks, but you have a chance at a straight flush with either a queen or 7 of diamonds, could draw a flush with any other diamond, or still could finish with a pair of jacks by drawing the jack of either clubs or hearts.
Since the explosion of video poker popularity in the late 1970s and again when it went online in the 1990s, the casino industry has developed fairly rapidly. Primarily, the progression of casino games that can be played remotely has revolutionised the way we interact with casino games. This is just as true for video poker games as it is for any other casino favourite. From playing free online video poker to learn the ropes, to playing on your mobile in just a few taps, the changes in recent years have had a huge impact on the game. 

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. 

If you choose the machine on the right, you'll lose your money six times faster!  And your chances of winning will be far less.  If the reason isn't obvious then consider this:  If the player is getting back 99.54% and 97.29%, that means the casino is keeping 0.46% and 2.71%.  The casino profit on the second machine is 2.71 ÷ 0.46 = 5.9 times higher.
You will also learn the layout and importance of the pay table, as well as how to properly bet while playing video poker. You will learn and understand payback, return, house (and player) edge. You will learn about the implications of variance, sometimes called volatility. You will also learn what the term random really means when playing video poker.
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