• # question_answer The number of ways to 16 different things to three persons A, B, C so that B gets one more than A and C gets two more than B is ______. A)  $\frac{16!}{4!5!7!}$   B)  $\frac{16!}{9!2!5!}$ C)  $\frac{16!}{3!8!5!}$                 D)  $\frac{16!}{4!6!6!}$ E)  None of these

Correct Answer: A

Solution :

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