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The Royal Flush is the highest on the list of poker hand rankings which is made up of Ace, King, Queen, Jack and Ten of the same suit. The Royal Flush is an unbeatable and the strongest possible hand in poker. Royal Flush is considered as the rarest hand in the poker game.
In poker, there are only 4 possible royal flush combinations and they are all ranked equally. The four royal flush combinations are given below,
Royal Flush is a similar type of straight flush which beats all the other hands in poker.
If all the cards in a 5-card hand are ordered from the highest card to lowest, in value0, then the first card will always be an ace and there are in total 4 possible suits for the ace card. Thus for each possible ace card, the following cards will have its own four sets of cards in each of the 4 possible suits. One can expect 4 combinations of Royal Flushes.
# royal flushes = 4C1 = 4
The probability of hands can be derived by dividing total possible hands thus:
In poker, there are 2,598,960 possible hands. Therefore your chances of getting the same card combination twice in your lifetime are highly unlikely unless you play a ridiculous amount of poker. There is only a probability of 4/2,598,960 = 1/649,740 of being dealt this hand. If you were dealt 100 hands of poker every night of the year, then this would only amount to 36500 hands per year.
In 17 years you should only expect to see one royal flush. If you play 300 hands in a day, you may have the chance to hit a royal flush in 5 years. If you are highly lucky, you can get the Royal Flush in your first hand itself. Check how lucky you are to hit a royal flush at PokerStellar.
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