In how many different ways can 7 identical green shirts and 7 identical red shirts be distributed among 14 children such that each child receives a shirt? Select the correct option: A) 87178291200 B) 871782912 C) 8717829 D) 871782 E) 87178
GGG RRR   Therefore total number of ways is   14! but there are two groups of 3 identical things.   Therefore total number of "different" ways is   14!/ (7!) (7!) = 20 87178291200NS:87178291200
<result>A</result>
In how many different ways can 7 identical green shirts and 7 identical red shirts be distributed among 14 children such that each child receives a shirt?