How many Q ways are there of placing 6 marbles in 4 bowls, if any number of them can be placed in each bowl?  Choose the correct option
A) 6C4
B) 6P4
C) 4^6
D) 6^4
E) 6!
Each marble has 4 options, so there are total of Q= 4*4*4*4*4*4=4^6 ways.   Answer: C.   The total number of ways of dividing n identical items among r persons, each one of whom, can receive 0,1,2 or more items is (n+r -1)4^6(r-1).
<result>C</result>
How many Q ways are there of placing 6 marbles in 4 bowls, if any number of them can be placed in each bowl?