The numbers of ways in which 5 male and 2 female members of a committee can be seated around a round table so that the two female are not seated together
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Answer:
4320
Step-by-step explanation:
total number of ways is 7! and if we assume that 2 female always seat together then total number of arrangement is 6!. Hence for not seating together it is 7!-6!=4320 (5040-720)
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