Question

    What approximate value will come in place of the question mark (?) in the following question? (Note: You are not expected to calculate the exact value.)

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" alt="" />
    A 65 Correct Answer Incorrect Answer
    B 12 Correct Answer Incorrect Answer
    C 42 Correct Answer Incorrect Answer
    D 58 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    ATQ, ? ~ 42

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