Subject
Quantitative Aptitude
Topic
Probability
The odds against an event A are 5:3 and odds in favor of another independent event B and 6:5. The chances that neither A nor B occurs is
The odds against an event A are 5:3 and odds in favor of another independent event B and 6:5. The chances that neither A nor B occurs is
ক)
52/88খ)
25/88গ)
10/88ঘ)
12/88ঙ)
None of theseExplanation
The odds against an event A are 5:3 Probability of not occurring the individual event A = 5/8 Probability of occurring the individual event A = 3/8 Again , odds in favor of another independent event B and 6:5 Probability of occurring the individual event B = 6/(6+5) = 6/11 Probability of not occurring the individual event B = 5/(6+5) = 5/11 The chances that neither A nor B occurs is = Probability of not occurring event A × probability of not occurring event B [As the two events are independent therefore multiplication will occur]Related questions
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