Permutation and CombinationHard
Question
The number of ways in which 4 boys & 4 girls can stand in a circle so that each boy and each girl is one after the other, is:
Options
A.3 !. 4 !
B.4 !. 4 !
C.8 !
D.7 !
Solution

First we arrange all the boy so no. of ways of all
the boy can stand is 3! now we arrange all the girl
in 4 ! ways so total no. of ways is
= 4! × 3!
Create a free account to view solution
View Solution FreeMore Permutation and Combination Questions
Assuming the balls to be identical except for difference in colours, the number of ways in which one or more balls can b...If chocolates of a particular brand are all identical then the number of ways in which we can choose 6 chocolates out of...The value of the expression $^{47}C_4 + \displaystyle\sum_{j=1}^{5} {}^{(52-j)}C_3$ is equal to...Number of words that can be made with the letters of the word ″GENIUS″ if each word neither begins with G no...Number of ways in which 2 Indians, 3 Americans, 3 Italians and 4 Frenchmen can be seated on a circle, if the people of t...