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    Question

    A mixture contains alcohol and water in ratio 5:1 if 30

    liters of mixture is replaced by liters of water then the ratio of alcohol and water becomes the 3:7 how many alcohol was there in mixture initially?
    A 35.025 lit Correct Answer Incorrect Answer
    B 32.0625 lit Correct Answer Incorrect Answer
    C 39.0625 lit Correct Answer Incorrect Answer
    D 33.625 lit Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    Let alcohol & water orginally was 5x & x respectively. So {(5x - 30 `xx` 5/6}/{(x - 30 `xx` 5/6 + 30} = 3/7 or (5x - 25) / {(x - 5 + 30} = 3/7 or 35x -175 = 3x + 75 or 32x = 250 or x = 7.8125 L Hence orginal quantity of alcohol = 5x = 5 `xx` 7.8125 = 39.0625 L

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