In the letters of the word $V A R U N$ are written in all possible ways and then arranged as in dictionary, then find the rank of the word $V A R U N$ .

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Solution

For VARUN
$A =__= 4!$ words
$N= 4!$ works
$R= 4!$ works
$U= 4!$ works
$V A N= 2!$ words
$V A R N U = 1$ word
$V A R U N = 1$ word
So, Rank $= 4! + 4! + 4! + 4! + 2! + 1 + 1 = 100$

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In the letters of the word VARUN are written in all possible ways and then arranged as in dictionary, then find the rank of the word VARUN.

For VARUNA=____=4! wordsN____=4! worksR____=4! worksU____=4! worksVAN__=2! wordsVARNU=1 wordVARUN=1 wordSo, Rank =4!+4!+4!+4!+2!+1+1=100

In the letters of the word $V A R U N$ are written in all possible ways and then arranged as in dictionary, then find the rank of the word $V A R U N$ .

For VARUN
$A =__= 4!$ words
$N= 4!$ works
$R= 4!$ works
$U= 4!$ works
$V A N= 2!$ words
$V A R N U = 1$ word
$V A R U N = 1$ word
So, Rank $= 4! + 4! + 4! + 4! + 2! + 1 + 1 = 100$