However, in TALLAHASSEE, there are 3 A's, 2 L's, 2 S's, and 2 E's. Rearranging any of these repeated letters among themselves do not change the resulting word. Such rearrangements can be done in 3! x 2! x 2! x ! ways. Thus, each distinct word is counted 3! x (2!)³ in the 11! rearrangements.
11 letters can be rearranged in 11! ways. However, in TALLAHASSEE, there are 3 A's 2 L's, 2S's and 2E's. Rearranging any of these repeated letters among themselves do not change the resulting word
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Answer:
831600
Step-by-step explanation:
11 letters can be rearranged into 11! ways.
However, in TALLAHASSEE, there are 3 A's, 2 L's, 2 S's, and 2 E's. Rearranging any of these repeated letters among themselves do not change the resulting word. Such rearrangements can be done in 3! x 2! x 2! x ! ways. Thus, each distinct word is counted 3! x (2!)³ in the 11! rearrangements.
Answer:
11 letters can be rearranged in 11! ways. However, in TALLAHASSEE, there are 3 A's 2 L's, 2S's and 2E's. Rearranging any of these repeated letters among themselves do not change the resulting word