Note: Do not write here. There may be rounding error of i0.0005 in the answers. v W'hat is the probability that a randomly selected family will own both Pigeon and Dog? v What is the probability that a randomly selected family will own both Pigeon and Cat? v What is the probability that a randomly selected family will own both Pigeon and Rabbit? v What is the probability that a randomly selected family will own both Parrot and Cat'? v What is the probability that a randomly selected family will not own either Pigeon or Dog? v What is the probability that a randomly selected family will not own a Pigeon, but will own a Dog'.j v Given that a randomly selected family owns a Parrot, what is the probability that they will also own Rabbit\"? v Given that a randomly selected family owns a Eat. what is the probability that they will not own a Pigeon? v Are the event: l"Pigeon\" and \"Cat" independent? Gite mathematical logic. or justication. L. - No, because P(P.r'geon| Cat) = P(Pigeon) 0.1351 Yes, because P(Pigeon | Cat) = P(Pigeon) - No, because P(P.r'geon| Car) 9* P(Pigeon) Yes, because P(Pigeon | Car) at P(Pigeor1) 0.2?70 0.?949 0.0541 0.4189 0.229? 0.2258 0.1081 M. 0.3311 N. 0. 2635 QUESTION 1 1 Question 6. (PET LOVERS) Assume that a survey of pet owners was conducted for 740 families in a particular city. The study was conducted to know the animal and bird keepers in the city. Animal and B ird lovers Note: Do not write here. There may be rounding error of i0.0005 in the answers