Descriptive Statistics (Analysis of Variance) One-Way ANOVA
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Hone Run Distances:
Use a 0.05 significance level to test the claim that the home run hit by Barry Bonds, Mark McGwire, and Sammy Sosa have mean distances that are not all the same. Do the home run distances explain the fact that as of this writing, Barry Bonds has the most home runs in one season, while Mark McGwire has the second highest number of runs?
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Solution Summary
The solution uses description statistics to determine the one-way ANOVA tests. The solution determines if the home run distances explain the fact that as of writing, Barry Bond has the most home runs in one season, while Mark McGwire has the second highest number of runs.
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Step1:
Hypothesis:
Null hypothesis:
H0: There is no significant difference between the mean distances of Barry Bonds, Mark McGwire, and Sammy Sosa
Alternative hypothesis:
H1: There is a significant difference between the mean distances of Barry Bonds, Mark McGwire, and Sammy Sosa
Step2:
Level of significance:
α=0.05
Step3:
Test ...
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