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E-GMAT
P, Q, and R each try to execute a job and create a report on it. The individual probabilities for their completion of the jobs are, \(1/3\), \(2/3\), and \(3/5\), and the probability for any of them not to finish the report is \(2/5\). If one can write the report only after finishing the job, then what is the probability that only P and Q will complete their jobs and finish their reports?
A. \(4/625\)
B. \(4/125\)
C. \(32/625\)
D. \(4/25\)
E. \(32/125\)
OA B
P, Q, and R each try to execute a job and create a report on it. The individual probabilities for their completion of the jobs are, \(1/3\), \(2/3\), and \(3/5\), and the probability for any of them not to finish the report is \(2/5\). If one can write the report only after finishing the job, then what is the probability that only P and Q will complete their jobs and finish their reports?
A. \(4/625\)
B. \(4/125\)
C. \(32/625\)
D. \(4/25\)
E. \(32/125\)
OA B
