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Question
The number assigned to each of the 26 alphabets namely A, B, C... Y and Z is 1, 2, 3... 25 and 26 respectively. A selection of certain alphabets is made such that the selection includes all the vowels and all those alphabets which have been assigned a prime number and a five-letter word using the alphabets from the selection is formed. Which of the following is definitely not a word that can be formed?
The number assigned to each of the 26 alphabets namely A, B, C... Y and Z is 1, 2, 3... 25 and 26 respectively. A selection of certain alphabets is made such that the selection includes all the vowels and all those alphabets which have been assigned a prime number and a five-letter word using the alphabets from the selection is formed. Which of the following is definitely not a word that can be formed?
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Solution
The correct option is D OGVUE
The alphabets which are selected are: A,E,I,O,U,B,C,G,K,M,Q,S and W. Since, V is not selected ⟹ the correct answer will be option (d).
OGVUE
The alphabets which are selected are: A,E,I,O,U,B,C,G,K,M,Q,S and W.
Since, V is not selected ⟹ the correct answer will be option (d).
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