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 18 Correct Answer Incorrect Answer
    B 24 Correct Answer Incorrect Answer
    C 4 Correct Answer Incorrect Answer
    D 32 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    ATQ,

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