1.

Of the three independent eventsE_(1) , E_(2) and E_(3) the probability that only E_(1)occurs is beta and only E_(3) occurs is gamma. Let the probability pthat none of the eventsE_(1),E_(2), "or" E_(3) occurs satisfy the equations (alpha - 2 beta)p = alpha beta and (beta - 3 gamma) p = 2 beta gamma. All the given probabilities are assumed to lie in the interval (0,1).Then("Probability of occurrence of" E_(1))/(" Probability of occurrence of" E_(3))

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Answer :`(P(E_(1)))/(P(E_(3)))=6`


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