Question

    What approximate value will come in place of the question mark (?) in the following question?

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" alt="" />
    A 30 Correct Answer Incorrect Answer
    B 8 Correct Answer Incorrect Answer
    C 18 Correct Answer Incorrect Answer
    D 45 Correct Answer Incorrect Answer
    E none of these Correct Answer Incorrect Answer

    Solution

    ATQ,

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