What is the probability that there are more spades than hearts in a five-card poker hand?
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What is the probability that there are more spades than hearts in a five-card poker hand?
If a poker hand (five cards) is known to contain the aces of hearts, clubs, and diamonds, what is the probability that it contains the ace of spades?
(a) What is the probability that a 5-card poker hand has at least three spades? (b) What upper bound does Markov's Theorem give for this probability? (c) What upper bound does Chebyshev's Theorem give for this probabil- ity?
In a game of poker, what is the probability that a five-card hand will contain a four of a kind?
Assume you are dealt the following hand in poker: K of hearts, Q of hearts, 10 of spades, 3 hearts, 7 clubs. If you keep the King of hearts, the Queen of hearts and the 10 of spades, find: P(Straight)…be sure to consider both 9-King and 10-Ace. as far as how many cards are left to be selected from, assume there are 47 ( that is, don't consider the cards in other players hands)
Assume you are dealt the following hand in poker: K of hearts, Q of hearts, 10 of spades, 3 hearts, 7 clubs. For this set of problems, we are keeping both the K and Q of hearts. So, If you keep the King and Queen of hearts find: P (getting a pair of Kings and/or Queens)…be sure to exclude the probability of getting either three or four Kings or Queens. Also consider the probability of one or two pairs. P(3...
2.2.21. Let A be the set of five-card hands dealt from a 52-card poker deck, where the denominations of the five cards are all consecutive—for example, (7 of hearts, 8 of spades, 9 of spades, 10 of hearts, jack of diamonds). Let Bbe the set of five-card hands where the suits of the five cards are all the same. How many outcomes are in the event A ∩ B? the final answer is 40
Assume you are dealt the following hand in poker: K of hearts, Q of hearts, 10 of spades, 3 hearts, 7 clubs. Suppose you decide to keep the King of hearts and the Queen of Hearts, and the 3 of hearts, find: - P(flush in hearts) - P(pair of Kings or a pair of Queens or a pair of both Queens and Kings) - P(3-Kings or 3-Queens) as far as how many cards are left to be selected from, assume...
You have five cards in your (poker) hand, 3 of which are spades. That means there are 10 other spades and 37 non-spade cards out there. You get rid of your two non-spade cards and pick up two more. Use a tree diagram to find the chance that you pick up two more spades.
2. A hand of 5-card draw poker is a simple random sample from the standard deck of 52 cards. How many 5 draw poker hands are there? In 5-card stud poker, the cards are dealt sequentially and the order of appearance is important. How many 5-stud poker hands are there? 3. How many hands of 5-draw poker contain the ace of hearts? What is the probability that a 5-card draw hand contains the ace of hearts?