MBA
Exam
In how many ways can 73 identical chocolates be stuffed into three boxes – B1, B2 and B3 – such that B1 contains more chocolates that B2 and B2 contains more chocolates than B3? 1) 888 2) 444 3) 222 4) 666
Read Solution (Total 1)
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- 444
when B3 has zero choclates ... 36 ways
when B3 has 1 choclates .....34 ways
.............2...............33 ways
............3................31 ways
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when B3 has 23 choclates .... 1 ways
Total 36+34+33+31+30+...23= 444 ways - 11 years agoHelpfull: Yes(0) No(4)
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