The Possibility of Getting a Straight Poker Card Combination
Known as one of the most reputable hands in poker, a straight card combination is sought by almost every player of the game. This hand is basically made up of five cards that can be arranged in succeeding order. A 4, 5, 6, 7, and 8 card combination under different suits is a good example of a straight poker hand.
A straight fills up one of the highest spots in the poker hand rankings. This hand can easily defeat much lower card combinations. No pair/high card, single pair, and two pair card combinations are no match for a straight poker hand. Even the awesome threesome combination of a three-of-a-kind is powerless against a straight poker hand.
Despite its pretty decent strength as a good poker hand, a straight just cannot have it all. It still falls short of other greater valued cards. A straight is obviously no match for a flush. Full houses would be too much. At the same time, a four-of-a-kind would easily dismantle any kind of straight card combinations. Straight flushes would remain unmoved when challenged by a straight. A royal flush, which is at the top of the rankings, is completely impossible to beat.
Regardless of its lack of capacity to beat the toughest hands, a straight is definitely the easiest to acquire. According to accurate mathematical calculations, a straight has a frequency of 10,200. This means a straight is far much easier to get than a flush, a full house, or even a four-of-a-kind. At the same time, a straight card combination would appear to be overabundant when compared to the very rare straight flush and royal flush.
Poker mathematicians measured the probability of straight card combinations. According to them, the precise probability of players getting this hand is exactly 0.392 percent. Based on this given value, a straight card combination can be considered rare compared with the poker probability and frequency of the much lower hands in the game.
With this in mind, it is very easy to conclude that a straight is much harder to get than a three-of-a-kind, a two pair, and a single pair. At the same time, drawing this hand will appear like a tiny speck compared to the overabundance of a no pair/high card hand. The odds of getting this poker hand also plummet with its frequency and probability. The odds are measured at 254: 1.
An obvious trend can be easily by seen by analyzing the probabilities of the different card combinations in the poker hand rankings. It is pretty clear that as the value of the hands increases, their probabilities and frequencies decreases. On the contrary, card combinations with lower values are easier to find than the higher valued ones.