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In how many ways the word 'SCOOTY' can be arranged such that 'S' and 'Y' are always at two ends?

720
360
120
24

Correct Answer: 24

Explanation:

Given word is SCOOTY

ATQ,

Except S & Y number of letters are 4(C 2O's T)

Hence, required number of arrangements = 4!/2! x 2! = 4!

= 4 x 3 x 2

= 24 ways.

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