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QUESTION 1 The contingency table below shows a committee of professional athletes. If an athlete is chosen at random, what is the probability that they are retired? Sport Baseball Hockey Football Basketball Total Retired 5 6 10 9 30 Status Not Retired 8 6 14 12 40 Total 13 12 24 21 70 5 O 30 40 O 70 30 0 70 70 O 30QUESTION 2 The contingency table below shows a committee of professional athletes. If an athlete is chosen at random, what is the probability that they are not a hockey player? Round your answer to 3 decimal places. Sport Baseball Hockey Football Basketball Total Retired 5 6 10 9 30 Status Not Retired 8 6 14 12 40 Total 13 12 24 21 70QUESTION 4 Computers are shipped to a large electronics store three factories A, B, and C. The table below summarizes the most recent shipment of 90 computers. One computer is selected at random. Factory A Factory B Factory C Total Defective 3 5 1 9 Not Defective 22 45 14 81 Total 25 50 15 90 What is the probability that the computer is from Factory C given it is not defective? 14 0 15 14 90 0.83 14 0 81QUESTION 5 There are 20 popsicles in a box. Eight are grape, seven are cherry, and five are orange. They all have a white plastic wrapper that is not labeled, Two popsicles are chosen at random, What is the probability they are both orange? Round your answer to 3 decimal places. QUESTION 6 The probability model below shows the number of cars owned by families. P(X) 0 0.015 0.160 0.455 0.290 0.080 What is the probability that a family will own less than 2 cars?QUESTION 3 Computers are shipped to a large electronics store three factories A, B, and C. The table below summarizes the most recent shipment of 90 computers. One computer is selected at random. Factory A Factory B Factory C Total Defective 3 5 9 Not Defective 22 45 14 81 Total 25 50 15 90 What is the probability that the computer is from factory C or not defective? Round to 3 decimal places