If number of selections of 6 different letters that can be made from the words ‘SUMAN’ and ‘DIVYA’ so that each contains 3 letters from each word, is 
then the value of 
is
If number of selections of 6 different letters that can be made from the words ‘SUMAN’ and ‘DIVYA’ so that each contains 3 letters from each word, is then the value of is
Question ID - 153658 | SaraNextGen Top Answer
If number of selections of 6 different letters that can be made from the words ‘SUMAN’ and ‘DIVYA’ so that each contains 3 letters from each word, is then the value of is
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If number of selections of 6 different letters that can be made from the words ‘SUMAN’ and ‘DIVYA’ so that each contains 3 letters from each word, is |
1 Answer
127 votes
Answer Key / Explanation : (8) -
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(8) Here A is common letter in words ‘SUMAN’ and ‘DIVYA’ Now for selecting six different letters we must select A either from word ‘SUMAN’ or from word ‘DIVYA’ Hence for possible selections, we have A excluded from SUMAN +A included in SUMAN
Hence |
127 votes
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