Math, asked by Architverma1884, 7 months ago

The number of ways in which 5 male and 2 female members of acommittee can be seated around a round table so that the two females arenot seated together is(A) 840(B) 600(C) 720 (D) 480​

Answers

Answered by mathdude500
0
First arrange 5 male members on a round table and this can be done in 4! Ways = 24
Ans then 2 females can be seated between them in P(5,2)ways = 20ways.
So number of ways = 24 x 20 = 480

So correct option is (d)
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