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In a relay event, four swimmers swim 100 yards, each Swimmer Mean SD D using a different stroke. A college team looks at the times
In a relay event, four swimmers swim 100 yards, each Swimmer Mean SD D using a different stroke. A college team looks at the times 1 (backstroke) 50.24 0.28 for the swimmers and creates a model based on the assumptions that the swimmers' performances are 2 54.87 0.24 independent, each swimmer's times follow a normal (breaststroke) model, and the means and standard deviations of the 3 (butterfly) 48.47 0.24 times in seconds are as shown in the table. Complete parts a) and b). 4 (freestyle) 44.66 0.24 . . . a) What are the mean and the standard deviation for the relay team's total time in this event? H = 198.24 O= 45 (Round to two decimal places as needed.) b) The team's best time so far this season was 3:17.96. (That's 197.96 seconds.) What is the probability that they will beat that time in the next event? The probability that they will beat that time in the next event is (Round to four decimal places as needed.)
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