- Suppose The Mean High School Football Score Per Game In The United States Is 49 5 Points With A Standard Deviation Of 4 1 (25.96 KiB) Viewed 18 times
Suppose the mean high school football score per game in the United States is 49.5 points with a standard deviation of 4,
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answerhappygod
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Suppose the mean high school football score per game in the United States is 49.5 points with a standard deviation of 4,
Suppose the mean high school football score per game in the United States is 49.5 points with a standard deviation of 4,8 points. Jesse thinks the mean high school football score per game in Ohio is more than 49.5 points. He randomly surveys 40 coaches in Ohio and finds the mean high school football score per game is 51.3 points. Jesse uses software to test the hypothesis that high schools in Ohio score higher than 49.5 points per game. The output of his test is shown, where the 2-statistic is calculated as 2.372 standard deviations above the mean Test of = 49.5 VS # > 495 The assumed standard deviation - 4,8 N Mean SE Mean 40 51.3 2 2,372 0.759 Use this distribution table here to determine the lower and upper limit for the P-value to four decimal places lower limit: upper limit:
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