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Permutations and combinations Mathematics C problem.?
In poker you are dealt cards 5th The Dead Man's Hand consists of two pair – aces and eights. How many ways can It deals be sure that hand? Using a regular deck of 52 cards. Please show all work out
Hi, To a 'Dead Man's Hand "with two aces and two eights, there are 6 ways to get 2 aces, 6 species Eighth get 2, and 44 other choices for the 5th card. 6 x 6 x 44 = 1584 ways to get 2 Aces and 2 aft with other different fifth Wild Bill Hickok card famous "Dead Man's Hand", was 5 Card was rumored to have the 5 of diamonds. This precise hand could have come from 6 species, 2 aces, 6 ways to get two eights, and only one choice for the 5th Card. 6 x 6 x 1 = 36 possibilities that a hand like Wild Bill. If you simply on the map for 2 pairs of 2 cards of a different 5th, then there are 13 different cards could be chosen for couples. So there are 13nCr2 = 78 different combinations of 2 different cards such as Queen or three or ten-jack. Selected by the type of maps was chosen because are 6 different ways to choose 2 of these 4 types of cards from 4nCr2 for both. The fifth card could any of the remaining 44 cards in the deck to ensure that neither of the above cards. So any hand with two pairs could be made 13nCr2 * * 4nCr2 4nCr2 * 44 = 78 * 6 * 6 * 44 = 123 552 hands each with 2 pairs I hope that helps! 
Aces And Eights
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