The number of ways in which 12 students can be equally divided into three groups is

The number of ways in which 12 different objects can be divided into three groups each containing 4 objects is (i) ((12!))/((4!)^(3)(!3)) (ii) ((12!))/((4!)^(3)) (iii) ((12!))/((4!)) (iv) none

The total number of ways in which 12 persons can be divided into three groups of 4 persons each, is

The number of ways in which 10 students can be divided into three teams,one containing 4 and others 3 each,is

The number of ways in which 9 persons can be divided into three equal groups is

The number of ways in which 9 persons can be divided into three equal groups is

To find the number of ways in which m+n+p things can be divided into three groups containing m,n,p things severally.

The number of ways in which 19 different objects can be divided into two groups of 13 and 6 is

The number of ways in which 11. different things can be divided into two groups containing 6 and 5 things respectively is