4. A study is to determine if the average amount spent on breakfast per students is the same for Harrisburg Univ., Alvernia Univ. and Penn State Univ. What can we conclude at the 0.05 significance level? Alvernia Harrisburg 8. 8. 10 Penn State 10 9. 10 12 10 12 With use of a TI-84 calculator, after all, we found F = 5.44, and P-value = 0.045 We conclude that we reject the H0 or fail to reject the H0. Which one?

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4. A study is to determine if the average amount spent on breakfast per students is the
same for Harrisburg Univ., Alvernia Univ. and Penn State Univ. What can we
conclude at the 0.05 significance level?
Harrisburg
8
Penn State
12
Alvernia
10
9.
8
10
10
10
12
With use of a TI-84 calculator, after all, we found F = 5.44, and P-value = 0.045
We conclude that we reject the H0 or fail to reject the H0. Which one?
Transcribed Image Text:4. A study is to determine if the average amount spent on breakfast per students is the same for Harrisburg Univ., Alvernia Univ. and Penn State Univ. What can we conclude at the 0.05 significance level? Harrisburg 8 Penn State 12 Alvernia 10 9. 8 10 10 10 12 With use of a TI-84 calculator, after all, we found F = 5.44, and P-value = 0.045 We conclude that we reject the H0 or fail to reject the H0. Which one?
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