Is it easier to get a flush or a straight?

Therefore, with a standard deck and a five-card poker hand, there are 10,200 ways to make a straight (for a probability of 0.003925) and 5,108 ways to make a flush (for a probability of 0.001965.) Thus, you can see why flushes are ranked higher than straights.

upswingpoker.com - Why Does a Flush Beat a Straight? - Upswing Poker

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Judging by how many people search “does a flush beat a straight” on Google, it’s clear that many people don’t know the answer to this question.

Have they not seen the I Love Lucy episode where Ricky teaches Lucy what beats what in poker? Who hasn’t seen that!?

In all seriousness, the simple answer is: yes, a flush does beat a straight in poker. Now that you have an answer, let me explain why a flush beats a straight.

Why Does a Flush Beat a Straight?

While it may seem that it is easier to make a flush, in reality, this is not the case. To answer the question, Does a flush beat a straight? Let’s take a look at the math. First of all, there are 2,598,960 different five-card poker hands that can be dealt from a standard deck of cards. Check out this fascinating article if you want to see the fancy-schmancy math behind this number. Therefore, with a standard deck and a five-card poker hand, there are 10,200 ways to make a straight (for a probability of 0.003925) and 5,108 ways to make a flush (for a probability of 0.001965.) Thus, you can see why flushes are ranked higher than straights. Quite simply, the odds of making a flush are considerably less than making a straight. And there you go. If you are wondering, Does a flush beat a straight? The answer is yes.

Types of straight draws and outs

There are two common types of straight draws: a gutshot and an open-ender. A gutshot—or belly buster—straight draw occurs when you have, for example, 8, 9 in your hand and the board shows 5, 6, Q, A. Thus, you need a middle card—the 7—to make your straight. In all gutshot draws, you have four outs (assuming that another player at the table didn’t fold or doesn’t have one of them.) An open-ended straight draw occurs when you have, for example, 7, 8 in your hand, and the board contains a 5, 6. Thus, you would need a card at either end—the 4 or the 9—to make your straight. In these cases, you have eight outs. Now to confuse things a bit, if you are holding, for example, 5, 6 and the flop comes 2, 4, 8 then you have what is called a double belly buster in which a 3 or a 7 will give you a straight. Then there’s a triple belly buster which only occurs in Omaha because you would need eight cards to satisfy this. To illustrate, if your hole cards are 5, 7, 10, J and the board shows 9, 3, 6, K then any 4, 8, or Q will make a straight. Thus, there are 12 outs in these cases.

Outs in a flush draw

With a flush draw, you have four suited cards and just need another of the same suit. Given that there are 13 cards of each suit, if you have four of them (out of your hole cards and the board), then there are nine outs (again, assuming an opponent didn’t fold or doesn’t have one.)

Quiz Your Knowledge of Poker Hands

Cement your understanding of the order of poker hands with this quiz below!

Until next time.

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Do any gambling strategies work?

Mathematically, no betting system can alter long-term expected results in a game with random, independent trials, although they can make for higher odds of short-term winning at the cost of increased risk, and are an enjoyable gambling experience for some people.

en.wikipedia.org - Betting strategy - Wikipedia

Strategy for wagering

A betting strategy (also known as betting system) is a structured approach to gambling, in the attempt to produce a profit. To be successful, the system must change the house edge into a player advantage — which is impossible for pure games of probability with fixed odds, akin to a perpetual motion machine.[1] Betting systems are often predicated on statistical analysis. Mathematically, no betting system can alter long-term expected results in a game with random, independent trials, although they can make for higher odds of short-term winning at the cost of increased risk, and are an enjoyable gambling experience for some people. Strategies which take into account the changing odds that exist in some games (e.g. card counting and handicapping), can alter long-term results.[1][2][3] This is formally stated by game theorist Richard Arnold Epstein in The Theory of Gambling and Statistical Logic as: Theorem 1: If a gambler risks a finite capital over many plays in a game with constant single-trial probability of winning, losing, and tying, then any and all betting systems lead ultimately to the same value of mathematical expectation of gain per unit amount wagered.[1]

Examples [ edit ]

Common betting systems include:

Horse racing [ edit ]

Some Horse racing betting systems can be based on pure statistical analysis of the odds, while others also analysis of physical factors (e.g. the horses' form, jockey form and lane draw). Common forms of betting systems for horse racing are: