Question
If all the vowels of the word ‘LAVISHING’ are replaced
by their immediate succeeding letters and all the consonants are replaced by their immediate preceding letters in the alphabetical series, then how many pairs of letters are there in the word thus formed, which has as many letters between them in the word as in the alphabetical series?Solution
L A V I S H I N G
K B U J R G J M F
No pair is formed which have as many letters between them in the word so formed as in the alphabetical series.
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