The number of ways of dividing 52 cards amongst four players so that three players have 17 cards each and the fourth player just one card, is:
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If 4n different things are to be equally distributed amongst 4 persons the numbers of ways are 4n! /(n!)4 but if 4n things are to form 4 equal groups then the
numbers of ways are (4n!) / (n!)4 x 4!
(i) Number of ways of dividing 52 cards equally among 4 players = 52! / (13!)4
(ii) Numbers of ways to form 4 groups of 13 cards each = 52! / (13!)4 x 4!
(iii) Number of ways to form 4 sets, three of them having 17
Cards each and fourth just 1 card = 52! / (17!)3 x 3! X 1!
I hope the answer was helpful to you If it was please mark it as brainlist ❤️
numbers of ways are (4n!) / (n!)4 x 4!
(i) Number of ways of dividing 52 cards equally among 4 players = 52! / (13!)4
(ii) Numbers of ways to form 4 groups of 13 cards each = 52! / (13!)4 x 4!
(iii) Number of ways to form 4 sets, three of them having 17
Cards each and fourth just 1 card = 52! / (17!)3 x 3! X 1!
I hope the answer was helpful to you If it was please mark it as brainlist ❤️
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