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    Which of the following propositions is obverse and logically equivalent to the proposition No umpires are partisans?
    Question



    Which of the following propositions is obverse and logically equivalent to the proposition No umpires are partisans?

    A.

    No non-umpires are non-partisans.

    B.

    All non-partisans are umpires.

    C.

    Some umpires are non-partisans.

    D.

    All umpires are non-partisans.

    Correct option is D


    The obversion of a categorical proposition involves two steps:
    1. Change the quality of the proposition (affirmative to negative, or negative to affirmative).
    2. Replace the predicate with its complement.
    The given proposition is:
    · "No umpires are partisans"
    This is a universal negative (E) proposition. The obverse of an E proposition is a universal affirmative (A) proposition with the predicate replaced by its complement.
    1. Change the quality from negative ("No") to affirmative ("All").
    2. Replace the predicate partisans with its complement non-partisans.
    Thus, the obverse becomes:
    · "All umpires are non-partisans"
    This corresponds to option (d).
    Information Booster: 1. Obversion: A logical operation that involves changing the quality of the proposition and replacing the predicate with its complement.
    2. E Proposition: A universal negative statement ("No S are P").
    3. A Proposition: A universal affirmative statement ("All S are P").
    4. Complement: The set of all things not included in a given category.

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