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    Question

    "Pawan" and "Qureshi" start a

    business by investing Rs. 'p' and Rs. 'q', respectively. After the first 6 months, "Pawan" raises his investment by 25%, while "Qureshi" lowers his investment by 33.33%. After another 6 months, "Pawan" reduces his investment by 40%, and "Qureshi" boosts his investment by 50%. By the end of 24 months, their profit-sharing ratio stands at 9:11. Determine the ratio of "Qureshi's" initial investment to "Pawan's".
    A 9:5 Correct Answer Incorrect Answer
    B 3:5 Correct Answer Incorrect Answer
    C 5:4 Correct Answer Incorrect Answer
    D None of these Correct Answer Incorrect Answer

    Solution

    ATQ, Ratio of profit shares of 'Pawan' and 'Qureshi', respectively: = {(p ├Ч 6 + (5p/4) ├Ч 6 + (3p/4) ├Ч 12) :(q ├Ч 6 + (2q/3) ├Ч 6 + (q ├Ч 12) } = {(6p + 15p/2 + 9p) :(6q + 4q + 12q) } = (45p:44q) ATQ, (45p/44q) = (9/11) Or, (p/q) = (9/11) ├Ч (44/45) So, (p/q) = (4/5) Let 'p' = 4x and 'q' = 5x. Therefore, required ratio = (q/p) = (5x/4x) = 5:4

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