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 29 Correct Answer Incorrect Answer
    B 2 Correct Answer Incorrect Answer
    C 11 Correct Answer Incorrect Answer
    D 19 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    ATQ,

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