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.) 

    src="data:image/png;base64,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" alt="" />
    A 95 Correct Answer Incorrect Answer
    B 110 Correct Answer Incorrect Answer
    C 138 Correct Answer Incorrect Answer
    D 155 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    ATQ,

    Practice Next

    Relevant for Exams: