Question

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" alt="" />
    A 45.550 Correct Answer Incorrect Answer
    B 38.885 Correct Answer Incorrect Answer
    C 33.885 Correct Answer Incorrect Answer
    D 22.225 Correct Answer Incorrect Answer

    Solution

    ATQ, = 35 + (35/10) + (35/100) + (35/1000) = 35 + 3.5 + 0.35 + 0.035 = 38.885

    Practice Next

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