This question is based on the given words. TRY MAT CAN JUG If in each of the words, each letter is changed to the second letter immediately following it in the English alphabetical order, how many words thus formed will have more than one vowel?
None
Each letter is moved two places forward in the English alphabet.
TRY: T → V, R → T, Y → A, giving VTA (one vowel: A).
MAT: M → O, A → C, T → V, giving OCV (one vowel: O).
CAN: C → E, A → C, N → P, giving ECP (one vowel: E).
JUG: J → L, U → W, G → I, giving LWI (one vowel: I).
Each new word has exactly one vowel, so no word has more than one vowel.
Hence, the answer is None.
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