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In how many different ways can the letters of the word ABSENTEE be arranged? |
572 9740 6720 4030 |
6720 |
Number of letters in ABSENTEE = 8 letters Letter E repeated = 3 times Number of ways in which letters of word ABSENTEE can be arranged = \(\frac{ 8 !}{ 3! }\) = = \(\frac{ 8×7× 6× 5 × 4 × 3!}{ 3! }\) = 6720 |
