Posted by avm on Sunday, October 18, 2009 at 4:34pm.
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 52card 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)

Gr. 12 Data Management  jim, Sunday, October 18, 2009 at 4:36pm
Answered below.

Gr. 12 Data Management  avm, Sunday, October 18, 2009 at 5:37pm
its a different question

Gr. 12 Data Management  jim, Sunday, October 18, 2009 at 5:53pm
Sorry, so it is.

Gr. 12 Data Management  jim, Sunday, October 18, 2009 at 5:54pm
This one's a lot easier. :)

Gr. 12 Data Management  jim, Sunday, October 18, 2009 at 6:33pm
OK. I owe you an answer for that mistake, so try
13C4 * (4C1)^3 * 4C2 * 4
which also accords with Wikipedia's answer.

Gr. 12 Data Management  avm, Sunday, October 18, 2009 at 6:52pm
thanks, where did u get the wikipedia answer

Gr. 12 Data Management  jim, Sunday, October 18, 2009 at 7:17pm
Wikipedia. List_of_poker_hands
Answer This Question
Related Questions
 Gr. 12 Data Management  In playing poker, the likelihood of being dealt a ...
 Gr. 12 Data Management  In playing poker, the likelihood of being dealt a ...
 Gr. 12 Data Management  In playing poker, the likelihood of being dealt a ...
 Gr. 12 Data Management  In playing poker, the likelihood of being dealt a ...
 Statistics  Construct the probability distribution for the value of a 2card ...
 Statistics  Construct the probability distribution for the value of a 2card ...
 Probability  Reformatted so that it's easier to read. I have a Statistics ...
 Mathematics (Probability, Statistics, etc.)  I have a Statistics project due ...
 Math  If you are dealt a 5card hand from a standard deck of 52 playing cards, ...
 algebra  Tree diagrams/ counting principles/ scp question: Two cards are drawn ...
More Related Questions