# Probability of getting 4 of a kind poker

How Many Royal Flushes Will You Get? - Robert Kaplinsky

CO UAL TOOLS By: Neil E. Cotter C Example 15 CONCEPTUAL TOOLS By: Neil E. Cotter P ... the following 5-card poker hands: a) royal flush b) four-of-a-kind c) ... possible hands gives the probability: € P(4-of-a ... Probability and Poker - intmath.com Explanation 1: Probability of 3 cards having the same denomination: `4/52 xx 3/51 xx 2/50 xx 13 = 1/425`. (There are 13 ways we can get 3 of a kind). What is the probability of getting FOUR OF A KIND in a $13 ...

## Probability Of Getting Four Of a Kind In Poker

What is the probability of getting a 4-of-a-kind in a hand ... When playing texas hold'em poker, what is the probability of getting two 'four of a kind ... The Probability of Getting a Four-of-a-Kind Poker Hand The Probability of Getting a Four-of-a-Kind Poker Hand. Because of its rareness, a four-of-a-kind card combination is one of the most aspired and dreamt about hand in ...

### PROBABILITY: 5-CARD POKER HANDS

**Probability of Poker Hands** - University of Minnesota Putting all of this together, we obtain the following ranking of poker hands: Poker Hand Number of Ways to Get This Probability of This Hand Royal Flush 4 0.000154% Straight Flush 36 0.00139% Four of a Kind 624 0.0240% Full House 3,744 0.144% Flush 5,108 0.197% Straight 10,200 0.392% Three of a Kind 54,912 2.11% Two Pairs 123,552 4.75% What are the odds of four **of a kind** in **poker** - answers.com

## Probability Of Getting Four Of a Kind In Poker. SearchTournament Spotlight

PROBABILITY: 5-CARD POKER HANDS The number of such hands is (13-choose-1)*(4-choose-2)*(12-choose-3)*[(4-choose-1)]^3. If all hands are equally likely, the probability of a single pair is obtained by dividing by (52-choose-5). This probability is 0.422569. probability of being dealt four of a kind in poker ... According to Wiki:Poker probability, or better this here, you'll have the following: There are 624 possible hands including four of a kind; the probability of being dealt one in a five-card deal is $\frac {C_{13}^1 C_{4}^4 \cdot C_{12}^1 C_{4}^1} {C_{52}^5} = \frac {13 \cdot 1 \cdot 12 \cdot 4} {2{,}598{,}960} \approx 0.024\% $. What Is The Probability Of Getting Four Of A Kind In Poker ... Poker probability - Wikipedia Poker probability - Wikipedia probability of being dealt four of a kind in poker - Mathematics PROBABILITY: 2005-08-24 Added links to Wikipedia.org and made some further comments to quoted text odds of payout on slot machines from what is the probability of getting four of a kind in poker Encyclopædia Britannica.

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