Each of three men fire one shot on the target. Let A denotes the event that the target is hit by the Man-1, B denotes the event that the target is hit by the Man-2 and C denotes the event that target is hit by the Man-3. If we assume that P(A) = 0.75, P(B) = 0.9 and P(C) = 0.85, then compute the probabilities that; (a) Exactly two men hit the target. (b) At least one man hit the target. (c) All hit the target. (d) None will hit the target. (e) At most two will hit the target.
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