Question

    Find the simplified value of the given expressio

    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" alt="" />
    A 93/14 Correct Answer Incorrect Answer
    B 25/16 Correct Answer Incorrect Answer
    C 98/15 Correct Answer Incorrect Answer
    D 56/17 Correct Answer Incorrect Answer

    Solution

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