May 16th, 2012 at 11:26:18 AM
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What are the odds on making a royal flush in hold'em?
What are the odds on making a royal flush in hold'em using both hole cards?
What are the odds on making a royal flush in hold'em using both hole cards and one hole card must be an ACE?
What are the odds on making a royal flush in hold'em using both hole cards and one hole card must be an ACE in a specific suit?
Thanks in advance.
What are the odds on making a royal flush in hold'em using both hole cards?
What are the odds on making a royal flush in hold'em using both hole cards and one hole card must be an ACE?
What are the odds on making a royal flush in hold'em using both hole cards and one hole card must be an ACE in a specific suit?
Thanks in advance.
May 16th, 2012 at 12:34:29 PM
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Here are the probabilities I get for your making a royal flush on one hand of hold'em:
Using 0, 1, or 2 of your hole cards: 1 in 30,940
Using both of your hole cards: 1 in 64,974
Using your ace and your other hole card: 1 in 162,435
Using your ace and your other hole card to get a royal flush in spades: 1 in 649,740
Using 0, 1, or 2 of your hole cards: 1 in 30,940
Using both of your hole cards: 1 in 64,974
Using your ace and your other hole card: 1 in 162,435
Using your ace and your other hole card to get a royal flush in spades: 1 in 649,740
April 3rd, 2019 at 4:09:26 AM
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What are the odds of FLOPPING a Royal Flush in Holdem?
What are the odds of FLOPPING a Royal Flush of a specific suite in Holdem?
Thanks in advance!
What are the odds of FLOPPING a Royal Flush of a specific suite in Holdem?
Thanks in advance!
April 3rd, 2019 at 6:51:51 PM
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Quote: ThemucksterWhat are the odds of FLOPPING a Royal Flush in Holdem?
What are the odds of FLOPPING a Royal Flush of a specific suite in Holdem?
Thanks in advance!
There are 2,598,960 sets of five cards (hole cards and flop). I assume that's what you mean by "flopping a Royal Flush."
Of these, four are Royal Flushes, so the probability is 1 / 649,740.
For a specific suit, there is only one set of five cards that does that, so the probability is 1 / 2,598,960.