in how many distinct ways can a letter in management be arranged
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1 Answer

In the word management we have  2 a's ,2 e's, 2m's, 2n's

Total number of letters=10

 

Number of distinct permutations=     10!/(2!2!2!2!)=10!/16=3628800/16=226800
by Level 8 User (32.3k points)

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