The number of arrangements that can be made out of the letter of the word "SUCCESS" so
that the all s's do not come together is------
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Step-by-step explanation:
Total together of 7 (3 S's, 2 c's, 2 different) letters =3!2!7!
Total together with 2 C's in which 3 S's come together =2!5!
Thus, total in which 3 S's do not come together =2!3!7!−2!5!=2!5!(642−1)=360
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Answer:
Idk this question
Sorry I hope you understand
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