Multiple choice

In how many different ways, can all the letters of the word 'ACCURACY' be arranged?

  1. 3360

  2. 2520

  3. 3600

  4. 4320
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A Correct answer
AI explanation

The word ACCURACY has 8 letters with repetitions of C twice, R twice and A twice. Using the permutation formula for non-distinct items n! / (p!q!r!), we get 8! / (2! * 2! * 2!) = 40320 / 8 = 3360. The total arrangements equal 3360.

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