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Let E and F be two independent events....

Let `E and F` be two independent events. The probability that exactly one of them occurs is 11/25 and the probability if none of them occurring is 2/25. If `P(T)` deontes the probability of occurrence of the event `T ,` then

A

a) P(E) = 4/5, P(F) = 3/5

B

b) P(E) = 1/5, P(F) = 2/5

C

c) P(E) = 2/5, P(F) = 1/5

D

d) P(E) = 6/5, P(F) = 1/5

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