Asked by avm

In playing poker, the likelihood of being dealt a particular hand depends on the number of ways in which that hand could have been dealt from the 52-card deck. Find the number of ways each hand could be dealt.

One pair (two cards of one face value and three cards of different face values, non matching the pair)

Cards: seven (hearts) seven (spades) queen (diamonds) ten (clubs) three (diamonds)
Answered by jim
Answered below.
Answered by avm
its a different question
Answered by jim
Sorry, so it is.
Answered by jim
This one's a lot easier. :-)
Answered by jim
OK. I owe you an answer for that mistake, so try

13C4 * (4C1)^3 * 4C2 * 4

which also accords with Wikipedia's answer.

Answered by avm
thanks, where did u get the wikipedia answer
Answered by jim
Wikipedia. List_of_poker_hands
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