Question

    Simplify the given expression:-

    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" alt="" />
    A 19.2 Correct Answer Incorrect Answer
    B 16.9 Correct Answer Incorrect Answer
    C 15.2 Correct Answer Incorrect Answer
    D None of these Correct Answer Incorrect Answer

    Solution

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