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    Опрос

    GMAT/Problem Solving - Weighty Years


    Weighty Years
    A Trussian's weight, in keils, can be calculated by taking the square root of his age in years. A Trussian teenager now weighs three keils less than he will seventeen years after he is twice as old as he is now. How old is he now?

    (A) 14
    (B) 15
    (C) 16
    (D) 17
    (E) 18



    ОТВЕТЫ И КОММЕНТАРИИ
    Решение
    Let us call the Trussian's current age a. Therefore the Trussian's current weight is .
    Seventeen years after he is twice as old as he is now, the Trussian's age will be and his weight will therefore be .
    We are told that the Trussian's current weight, , is three keils less than his future weight, . Therefore, .
    We can solve the equation as follows:

    a = 16 or 4. However, we are told that the Trussian is a teenager so he must be 16 years old.

    The correct answer is C.


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    Вопрос из экзамена
    If a + b + c = 50, what is the value of a?
    (1) c = 4a - b.
    (2) The average of b and c is 2a.

    A) if statement I alone is sufficient to answer the question, but statement 2
    alone is not sufficient
    B) if statement 2 alone is sufficient to answer the question, but statement I
    alone is not sufficient
    C) if both statements together are needed to answer the question, but neither
    statement alone Is sufficient
    D) if either statement by itself is sufficient to answer the question
    E) if not enough facts are given to answer the question
        Ответ
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