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    Question

    Pawan and Raju can finish a task

    in 12 days when working together. The time required for Qureshi, Raju, and Suresh to complete 74% of the work equals the time needed by Qureshi, Raju, and Tina to finish 84% of the same work. Tina is 50% more efficient than Suresh and can complete the entire work alone in 24 days. Additionally, Qureshi, Raju, Suresh, and Tina can collectively complete 78% of the work in 5.4 days. Based on this information, which of the following can be determined? I. The time Pawan alone would take to complete the work. II. The time Qureshi and Raju together would take to complete the work. III. The time Suresh and Pawan together would take to complete the work. IV. The time Qureshi alone would take to complete the work. V. None of the above.
    A Only V Correct Answer Incorrect Answer
    B Only I, II and IV Correct Answer Incorrect Answer
    C Only I and III Correct Answer Incorrect Answer
    D Only II Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    ATQ, Time taken by Tina alone = 24 days Time taken by Suresh alone = 24 × 1.5 = 36 days Pawan & Raju --->   12                        6 Tina                 ---->  24     } 72 {         3 Suresh              ----> 36                        2 Efficiency of Qureshi & Raju = (72 × 0.78)/5.4 - (3 + 2) = 10.4 - 5 = 5.4 Individual efficiency of Pawan, Qureshi & Raju cannot be determined hence Time taken by Qureshi & Raju together to complete the work = 72/5.4 = 13.33 days Hence, Only II statement is possible 

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