The number of ways in which letters of the word ‘KEJRIWAL’ be arranged in such a way that the vowels are always in alphabetical order is P. Then P/960 is

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KEJRIWAL in this word there are 3 vowels so we select the all 3 vowels and arrange all remaining letters i.e p=8C3×5!=6720 now, p/960=6720/960=7.

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The number of ways in which letters of the word ‘KEJRIWAL’ be arranged in such a way that the vowels are always in alphabetical order is P. Then P/960 is

The number of ways in which letters of the word ‘KEJRIWAL’ be arranged in such a way that the vowels are always in alphabetical order is P. Then P/960 is

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The number of ways in which letters of the word ‘KEJRIWAL’ be arranged in such a way that the vowels are always in alphabetical order is P. Then P/960 is

The number of ways in which letters of the word ‘KEJRIWAL’ be arranged in such a way that the vowels are always in alphabetical order is P. Then P/960 is

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