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9 July, 10:16

Donald says that my age is three years less than three fourths of my brothers age. Denise says that my age is one year more than three fourths of my brothers age. What are my age and my brothers age.

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  1. 9 July, 13:02
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    Answer: there is no solution.

    Step-by-step explanation:

    Let x represent my age.

    Let y represent my brother's age.

    Donald says that my age is three years less than three fourths of my brothers age. This means that

    x = 3y/4 - 3

    Denise says that my age is one year more than three fourths of my brother's age ... This means that

    x = 3y/4 + 1

    3y/4 - 3 = 3y/4 + 1

    Multiplying through by 4, it becomes

    3y - 12 = 3y + 4

    3y - 3y = 4 + 12

    0 = 16

    Therefore, there is no solution.
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