If the letters of the word SACHIN arranged in all possible ways and these words are written out as in dictionary, then the word SACHIN appears at serial number

601

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602

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600

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603

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Solution

The correct option is A 601
Words starting with $A, C, H, I, N$ are each equals to $5!$
$∴$ Total words $= 5 \times 5! = 600$
The first word starting with S is SACHIN.
$∴$ SACHIN appears in dictionary at serial number 601.

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If the letters of the word ‘SACHIN’ are arranged in all possible ways and these words are written in dictionary order, then the word "SACHIN’ appears at serial number?

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If the letters of the word SACHIN arranged in all possible ways and these words are written out as in dictionary, then the word SACHIN appears at serial number

The correct option is A 601Words starting with A,C,H,I,Nare each equals to 5! ∴ Total words =5×5!=600 The first word starting with S is SACHIN. ∴ SACHIN appears in dictionary at serial number 601.

The correct option is A 601
Words starting with $A, C, H, I, N$ are each equals to $5!$
$∴$ Total words $= 5 \times 5! = 600$
The first word starting with S is SACHIN.
$∴$ SACHIN appears in dictionary at serial number 601.