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    A mixture of 40 litres of milk and water contains 10% of water. How much water must be added to make the water 20% in the new mixture?

    5 L

    Correct Answer

    8 L

    Incorrect Answer

    10 L

    Incorrect Answer

    12 L

    Incorrect Answer
    Explanation:

    To solve this question, we can apply a short trick approach;
    Required litres of water = A{(100 – x) – (100 – y)} /(100 – y)
    Where,
    A is the quantity of mixture = 40 ltrs
    x is the initial percent of water = 10%
    y is required percent of water = 20%
    By the short trick approach, we get
    = 40{(100 – 10) – (100 – 20)} / (100 - 20)
    = 40 × (90 –80) /80 = 5 L


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