+0

# help

0
66
2

Find the number of ways to put 5 indistinguishable balls in 4 distinguishable boxes.

Dec 4, 2019

#2
+1

[5 + 4 - 1] C [4 - 1] = 8 C 3 = 56 ways - with no restrictions.

Dec 4, 2019

#1
0

5C4

$$\frac{5!}{(5-4)!4!}$$

=5

Dec 4, 2019
#2
+1

[5 + 4 - 1] C [4 - 1] = 8 C 3 = 56 ways - with no restrictions.

Guest Dec 4, 2019