Sam is trying out for a local bowling team. They require Sam to score an average of 200 per game. If he averages any less than this, he will not be competitive enough and will not be allowed to join the team. In his tryout, they Sam bowls 10 games and averages a score of 197. Assume o 7. = The team sets up hypotheses to test whether Sam's true average score is 200 or if it is less. They will accept Sam to the team if they fail to reject the null hypothesis Ho = 200 at level a = 0.05. µ What is the outcome of the test? The data is significant at level 0.05 and shows that Sam's average is likely below 200, so he should not join the team. (Reject Ho.) The data is not significant at level 0.05, so the team concludes Sam's average of 197 was due simply to natural variation and not because

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