Multiple choice

How many different letter arrangements can be made from the letters of word FULLSCREEN using all the letters?

  1. 9,04,000

  2. 9,07,200

  3. 9,40,125

  4. 9,42,056

  5. 9,43,809
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B Correct answer
AI explanation

The word FULLSCREEN has 10 total letters, with the letter L repeating twice and the letter S repeating twice. The formula for permutations of a multiset is n! divided by the product of the factorials of the frequencies of repeating items. The calculation is 10! divided by (2! times 2!), which equals 3628800 divided by 4 = 907200.

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