Find the no.of ways of arranging 5 men and 5 ladies at a circular table so that no two ladies sit together ? Options
A) 4!x4!	B) 5!x5!	C) 4!x5!	D) 10!x10!	E) 25!x25!
The no. of ways of 5 men may be arranged in 4! ways. The ladies can arranged in themselves in 5! ways. The required no. of ways of arranging them is 4!x5! . Ans:(4!x5!)
<result>C</result>
Find the no.of ways of arranging 5 men and 5 ladies at a circular table so that no two ladies sit together ?