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The probability that in the random arrangement of the letters of the word CAPSLOCK ,the two C's does not come together is?
3/4
5/4
7/4
2/7
The total number of arrangements of the letters of the word CAPSLOCK is =8!/2!
The number of arrangements when both C's are together=7!
So the number of arrangements in which both C's do not come together =8!/2! -7!
Therefore the required probability=(8!/2! -7!)/(8!/2!)
=(8! -7!×2!)/8!
=7!(8-2)/8!
=6/8
=3/4
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