10. A poker hand is defined as drawing five cards at random without replacement from a deck of 52
playing cards. Find the probability of each of the following poker hands:
(a) Four of a kind (four cards of equal face value and one card of a different face value).
(b) Full house (one pair and one triple of cards with equal face value).
(c) Three of a kind (three equal face values plus two cards of different face values).
(d) Two pairs (two pairs of equal face value plus one card of a different value).
(e) One pair (one pair of equal face values plus three cards of different values).
We found the solution. copy and paste this link, if it has been removed, contact us or leave a comment!
www.math.csusb.edu/faculty/hasan/465_SampleQuiz_1.pdf
playing cards. Find the probability of each of the following poker hands:
(a) Four of a kind (four cards of equal face value and one card of a different face value).
(b) Full house (one pair and one triple of cards with equal face value).
(c) Three of a kind (three equal face values plus two cards of different face values).
(d) Two pairs (two pairs of equal face value plus one card of a different value).
(e) One pair (one pair of equal face values plus three cards of different values).
We found the solution. copy and paste this link, if it has been removed, contact us or leave a comment!
www.math.csusb.edu/faculty/hasan/465_SampleQuiz_1.pdf
