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In a group of 8 girls, two girls are sisters.  The number of ways in which the girls can sit in a row so that two sisters are not sitting together is

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a
4820
b
1410
c
2830
d
30240

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detailed solution

Correct option is D

The required number of ways = the number of ways in which 8 girls can sit in a row – the number of ways in which two sisters sit together=8!−(2)(7!)=30240.


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