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SHORTCUT METHOD TO FIND RANK OF A GIVEN WORD

This shortcut method is used when the lettors of the given word are not repeated.

Given word is MASTER

The letters of the are M,A,S,T,E,R.

Write the alphabetical order of the letters of the given word ' MASTER ' as A,E,M,R,S,T

Now strike off the first letter M.

A,E,M,R,S,T.

Then count the no.of letters before M, and it is equal to 2,which is the coefficient of 5!.

Again strike off the first letter A.

A,E,M,R,S,T

Then count the no.of letters before A and it is equal to 0 which is coefficient of 4!

Again strike off the first letter S.

A,E,M,R,S,T

Then count the no.of letters before S and it is equal to 2 which is coeffcient of 3!

Again strike off the first letter T.

A,E,M,R, S, T

Then count the no.of letters before T and it is equal to 2 which is coeffcient of 2!

Again strike off the first letter E.

A,E, M,R, S,T

Then count the no.of letters before E and it is equal to 0 which is coeffcient of 1!

Finally add 1 to the above values to get the rank of the word MASTER as follows:

2(5!) + 0(4!) +2(3!)+2(2!)+0(1!)+1=257

Photo 18075


  1. Sureshbala saidMon, 06 Oct 2008 12:22:08 -0000 ( Link )

    How do we apply this shortcut if the word contains duplicate alphabets, for example “MISSISSIPPI”?

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  2. mahesh25 saidWed, 29 Oct 2008 13:42:51 -0000 ( Link )

    Sorry I donot have any Idea abt ur question.
    I think of it.But I donot get any idea.
    If U have any Shortcut method please publish in my community.

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  3. psr saidTue, 18 Nov 2008 15:27:26 -0000 ( Link )

    Is this applicable 2 all general cases other than repeating words

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  4. Sureshbala saidThu, 27 Nov 2008 11:56:48 -0000 ( Link )

    Yes, it is applicable in all the cases where the alphabets are not repeated in the given word.

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  5. situnab saidFri, 30 Dec 2011 17:18:10 -0000 ( Link )

    really hearty thanks fr da saloution…………..

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