Question

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" alt="" />
    A 102.5 cm Correct Answer Incorrect Answer
    B 72.5 cm Correct Answer Incorrect Answer
    C 82.5 cm Correct Answer Incorrect Answer
    D 92.5 cm Correct Answer Incorrect Answer

    Solution

    The correct answer is C

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