In how many different ways can 6 identical blue pants and 6 identical red pants be shared among 12 children such that each child receives a pant?
Choose the correct choice:	A) 47900	B) 4790016	C) 479001	D) 47900160	E) 479001600
GGG RRR   Therefore total number of ways is   12! but there are two groups of 3 identical things.   Therefore total number of "different" ways is   12!/ (6!) (6!) = 479001600 ANS:479001600
<result>E</result>
In how many different ways can 6 identical blue pants and 6 identical red pants be shared among 12 children such that each child receives a pant?