How many ways are there to distribute six distinguishable objects into four indistinguishable boxes so that each of the boxes contains at least one object?
Answers
Answered by
0
First distribute 4 objects in four boxes in one way.
Next, distribute one, one in any two of 4 boxes in C(4,2)ways. Or all 2 objects in any one box in C(4,1)ways. Hence the total number of distributions =6+4=10
Next, distribute one, one in any two of 4 boxes in C(4,2)ways. Or all 2 objects in any one box in C(4,1)ways. Hence the total number of distributions =6+4=10
Similar questions