Suppose that E and F are independent events, P(E)=0.1, and P(F)=0.2. Find the following probabilities. (a) P(E?F)= (b) P(E|F)= (c) P(E?F)= Solution P(E/F) = (p(E intersection F)) /p(F) given E.F are independent events ,p((E intersection F) = p(E) *p(F) p(E/F) = p(E) *p(F) / p(F) = p(E) =0.1.