Computer Simulation on Video Poker Probabilities
Playing the video poker game is undeniably an entertainment of mathematics. Video poker players cannot better calculate the video poker probabilities and odds without using any number on their game analysis.
Computer simulation is a common process used by video poker experts to analyze the odds and probabilities of playing a hand in video poker. Here is some common video poker game situations with a few output on the video poker probabilities that may give video poker players a basic overview about the mathematical probabilities involved in video poker game.
Some video poker players may wonder about the video poker probabilities and odds that a five card hand dealt from a 52 standard card deck with a single and unduplicated suit in a generic hand of video poker. Some experts would claim that there are about 134,459 hands possibilities for a five card to be dealt in a 52 card deck from the probability of about 2,598,960 possible hands to play.
Another computer simulation running through a video poker probability of winning per number of plays in a video poker game will show that in every 10 plays the probability of winning is about roughly 2.59%. This can happen ten times in a row with a probability of 1 in 7,323,073,295,177,980. That is a very slim chance of ever happening again.
Furthermore, computer simulation also shows that the probability of hitting a royal flush based from an event independent of other events is about 1 from a hand of 55,321. It is also not unusual that a player can hit a royal flush within 24 hours in casinos with a promotion offer. This is a possible situation considering that the probability of getting a royal flush from another video poker machine within 24 hours after a video poker machine hit a flush can be 1 in 336.
The probability of winning in three of a kind is always dependent on the pay table. There is software that can play an optimal strategy that plays every hand for a given specific pay table which determines the hand frequency and its return. However, learning the strategy in this respect often involves a painstaking effort of finding the right video poker machine to learn.
It is also difficult to determine through computer simulation the likelihood of a sequential royal flush draw but basically with a good play strategy anyone has the probability of drawing a royal flush for every 40,387 hand plays. On the average, there is about single probability for a sequential royal in every 2,423,263 hand plays. The probability can become higher if a video poker player plays aggressively if they seem to have cards already in sequential place.
It is so important to understand the odds and game probability in video poker for a better understanding of the mathematics involved in the game. Computer simulations are relatively helpful in knowing the expectations of the game outcome and provide video poker players better insights while playing the video poker games.