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    Three statements are given followed by two conclusions I and II. You have to consider the two statements to be true even if they seem to be at varianc
    Question

    Three statements are given followed by two conclusions I and II. You have to consider the two statements to be true even if they seem to be at variance from commonly known facts and then decide which of the given conclusion(s) logically follows/follow from the given statements.
    Statements :
    1. All Trees are Flowers
    2. No Flower is Plant.
    3. Some Plants are Roots.
    Conclusion :
    I : Some Roots are Trees.
    II : Some Plants are Trees.

    A.

    Only conclusion II follows.

    B.

    Only conclusion I follows.

    C.

    Neither conclusion I nor II follow.

    D.

    Both the conclusions follow.

    Correct option is C

    Statements :
    1. All Trees are Flowers
    2. No Flower is Plant.
    3. Some Plants are Roots.
    According to the given statements, Venn diagram will be:
    Let's analyze all the conclusions:
    Conclusion I: Some Roots are Trees. (False)
    Since all trees are flowers and flowers cannot be plants, there is no overlap between roots (which are plants) and trees (which are flowers).
    Therefore, Conclusion I does not follow.
    Conclusion II: Some Plants are Trees. (False)
    Since  all trees are flowers, and no flower is a plant, which means trees cannot be plants.
    Therefore, Conclusion II does not follow.
    Thus, the correct option is (c) Neither conclusion I nor II follows. 







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