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The numbers of arrangements of the letters of the word SALOON, if the two O's do not come together, is
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$240$
Total number of arrangements are $\frac{6!}{2!}=360$.
The number of ways in which os come together $=5!=120$.
Hence required number of ways $=360-120=240$.
The number of ways in which os come together $=5!=120$.
Hence required number of ways $=360-120=240$.
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