The number of way in which any four letters can be selected from the words ''SCOOBB'' is

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Solution

The correct option is B 96
Total no. of letters in the word $= 6$
Total no. of different words $= 4$
In the word 'SCOOBB', there are two O's and two B's.
Therefore,
Number of way in which any four letters can be selected $= 2 \times 2 \times 4! = 96$
Hence the correct answer is $(B) 96$ .

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The number of way in which any four letters can be selected from the words ''SCOOBB'' is

The correct option is B 96Total no. of letters in the word =6Total no. of different words =4In the word 'SCOOBB', there are two O's and two B's.Therefore,Number of way in which any four letters can be selected =2×2×4!=96Hence the correct answer is (B)96.

The correct option is B 96
Total no. of letters in the word $= 6$
Total no. of different words $= 4$
In the word 'SCOOBB', there are two O's and two B's.
Therefore,
Number of way in which any four letters can be selected $= 2 \times 2 \times 4! = 96$
Hence the correct answer is $(B) 96$ .