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    This question is based on the following three-letter words: (Left) ALL NTE PET ARE (Right) If in each of the words, each letter is changed to
    Question

    This question is based on the following three-letter words:
    (Left) ALL NTE PET ARE (Right)
    If in each of the words, each letter is changed to the next letter in the English alphabetical order, how many words thus formed will have no vowel?

    A.

    Four

    B.

    Three

    C.

    One

    D.

    Two

    Correct option is D

    Given:
    (Left) ALL NTE PET ARE (Right)
    Logic: Each letter is changed to the next letter in the English alphabetical order.
    ALL → BMM
    NTE → OUF
    PET → QFU
    ARE → BSF
    Identifying vowels (A, E, I, O, U) in the new words:
    BMM → No vowels 
    OUF → Contains vowels (O, U) 
    QFU → Contains vowel (U) 
    BSF → No vowels 
    The words BMM and BSF have no vowels.
    Thus the correct answer is (D) Two.

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