There are 3 men, 8 women, they are standing in a row for a photoshoot, in how many ways they can be arranged if no 2 men can stand together.
Choose the correct option:
A) 9P3 * 8! B) 9P3 * 7! C) 9P3 * 6! D) 9P3 * 5! E) 8P3 * 8!
There is restriction on the number of Men, so consideration of problem shall be done by fixing position of Women   _W_W_W_W_W_W_W_W_   In those blank spaces 3 Men can be arranged among 9 positions so that it satisfies the above condition.   No. of ways= 9P3 * 8!   9P3 * 8!NSWER:9P3 * 8!
<result>A</result>
There are 3 men, 8 women, they are standing in a row for a photoshoot, in how many ways they can be arranged if no 2 men can stand together.