Of the three independent events E, E and E3, the probability that only E occurs a,...
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Of the three independent events E, E and E3, the probability that only E occurs a, only E occurs is and only E3 occurs is y. Let the probability p that none of events E, E or E3 occurs satisfy the equation (a - 2B)p = a and (B-3y)p=28y. All the given probabilities are assumed to lie in the interval (0, 1). Probability of occurrence of E Probability of occurrence of E3 - is Then, Of the three independent events E, E and E3, the probability that only E occurs a, only E occurs is and only E3 occurs is y. Let the probability p that none of events E, E or E3 occurs satisfy the equation (a - 2B)p = a and (B-3y)p=28y. All the given probabilities are assumed to lie in the interval (0, 1). Probability of occurrence of E Probability of occurrence of E3 - is Then,
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