2 The time to complete the eight-mile run around Mackinaw Island has a normal distribution The mean time for a population of runners to complete the run is 56 minutes, and standard deviation is a 5 Determine the probability that the time to complete the run of a randomly selected runner is at least 48 minutes, but less than 50 minutes Definition of X X is the time to complete the run of a randomly selected runner Probability statement in ter of X Note: Show me how you determine the values for Z Probability statement in terms of Z Prob
2 The time to complete the eight-mile run around Mackinaw Island has a normal distribution The mean time for a population of runners to complete the run is 56 minutes, and standard deviation is a 5 Determine the probability that the time to complete the run of a randomly selected runner is at least 48 minutes, but less than 50 minutes Definition of X X is the time to complete the run of a randomly selected runner Probability statement in ter of X Note: Show me how you determine the values for Z Probability statement in terms of Z Prob
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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
Transcribed Image Text:2. The time to complete the eight-mile run around Mackinaw Island has a normal
distribution. The mean time for a population of runners to complete the run is 50
minutes, and standard deviation is a = 5
Determine the probability that the time to complete the run of a randomly selected
runner is at least 48 minutes, but less than 59 minutes
Definition of X: X is the time to complete the run of a randomly selected runner
Probability statement in terms of X
Note: Show me how you determine the values for Z
Probability statement in terms of Z
Copy and paste the graph that you used from StatCrunch.
Do not take a photo of the screen or use the print-screen command.
Probery
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