What is the probability that a five-card poker hand contains the ace of hearts? kindly explain the ans
What is the probability that a five-card poker hand contains the ace of hearts? kindly explain the ans
there are 52C5 ways tgat five cards can be chosen
If the ace of hearts is a given then there are 51C4 ways of choosing the other 4 cards.
So the prob would be 51C4 / 52C5
nCr(51,4)/nCr(52,5) = 0.0961538461538462 =5/52
There must be a more simple way
ok
there is a 1/52 chance that the first one is ace of hearts.
there is a 1/52 chance that the second one is ace of hearts.
there is a 1/52 chance that the third one is ace of hearts.
there is a 1/52 chance that the forth one is ace of hearts.
there is a 1/52 chance that the fifth one is ace of hearts.
so a 5/52 chance that one of them is.
Mmm I guess that is correct but I would do it the first way even though it is more complicated.
What is the probability that a five-card poker hand contains the ace of hearts? kindly explain the ans
there are 52C5 ways tgat five cards can be chosen
If the ace of hearts is a given then there are 51C4 ways of choosing the other 4 cards.
So the prob would be 51C4 / 52C5
nCr(51,4)/nCr(52,5) = 0.0961538461538462 =5/52
There must be a more simple way
ok
there is a 1/52 chance that the first one is ace of hearts.
there is a 1/52 chance that the second one is ace of hearts.
there is a 1/52 chance that the third one is ace of hearts.
there is a 1/52 chance that the forth one is ace of hearts.
there is a 1/52 chance that the fifth one is ace of hearts.
so a 5/52 chance that one of them is.
Mmm I guess that is correct but I would do it the first way even though it is more complicated.