Following questions are based on five words given below ;
WIT BAR URN ELF TOP
(The new words formed after performing the mentioned operations may or may not necessarily be meaningful English words)
If in each of the words, all the alphabets are arranged in English alphabetical order within the word, how many words will NOT begin with a vowel?
Words : WIT , BAR , URN , ELF , TOP
If all the alphabets are arranged in English alphabetical order,
=> New words = ITW , ABR , NRU , EFL , OPT
Thus, there is only 1 word which does not start with vowel = NRU
=> Ans - (B)
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