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    In this question, two statements are given, followed by two conclusions labelled I and II. You have to consider the statements to be true even if they
    Question

    In this question, two statements are given, followed by two conclusions labelled I and II. You have to consider the statements to be true even if they seem to be at variance with commonly known facts, and decide which of the given conclusions, if any, follow(s) from the given statements.
    Statements:
    No beakers are vases.
    All vases are jugs.
    Conclusions:
    I: Some jugs are beakers.
    II: Some jugs are vases.

    A.

    Both conclusions I and II follow.

    B.

    Only conclusion I follows.

    C.

    Neither conclusion I nor II follows.

    D.

    Only conclusion II follows.

    Correct option is D


    Conclusion I: Some jugs are beakers.
    · From the statements, we only know that vases are jugs and that beakers are not vases.
    · However, there is no direct relationship established between jugs and beakers.
    · It is possible that no jugs are beakers at all, so this conclusion does not follow.
    Conclusion II: Some jugs are vases.
    · We know from the second statement that all vases are jugs.
    · This means that some jugs must be vases (since "all" includes "some").
    · Thus, this conclusion follows.

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