A cognitive psychologist stuying molivation wants to determine il type af music has any are randomly sampled from each gym, and their gym attendane is monitored for 30 days. Complete the following ANOVA summary table, and use a significance level ofa = 0.02. the number of days (in 1 month) partiopants visil a gym. AlDlal of Iive gyms are selected that have dillerent IuSIcal formats. 14gym Source ss Between df MS F 4.61 2.758 Within TOTAL With the given significance level, what is the decision regarding the hypotheses? Oreject the null hypothesis O ail to rejeCE the null hupothesis

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A cognitive psychologist studying motivation wants to determine if type of music has any effect on the number of days (in 1 month) participants visit a gym. A total of five gyms are selected that have different musical formats. 14 gym members are randomly sampled from each gym, and their gym attendance is monitored for 30 days. Complete the following ANOVA summary table, and use a significance level of \(\alpha = 0.02\).

| Source   | SS     | df  | MS  | F    | P     |
|----------|--------|-----|-----|------|-------|
| Between  |        |     | 4.61| 2.75 |       |
| Within   |        |     |     |      |       |
| TOTAL    |        |     |     |      |       |

With the given significance level, what is the decision regarding the hypotheses?
- Reject the null hypothesis
- Fail to reject the null hypothesis

What would you conclude about these treatments?
- There is a meaningful difference between treatments. Thus, at least one mean is different.
- These data do not provide meaningful evidence of a difference between the treatments. Thus, continue to assume all means are the same.
Transcribed Image Text:A cognitive psychologist studying motivation wants to determine if type of music has any effect on the number of days (in 1 month) participants visit a gym. A total of five gyms are selected that have different musical formats. 14 gym members are randomly sampled from each gym, and their gym attendance is monitored for 30 days. Complete the following ANOVA summary table, and use a significance level of \(\alpha = 0.02\). | Source | SS | df | MS | F | P | |----------|--------|-----|-----|------|-------| | Between | | | 4.61| 2.75 | | | Within | | | | | | | TOTAL | | | | | | With the given significance level, what is the decision regarding the hypotheses? - Reject the null hypothesis - Fail to reject the null hypothesis What would you conclude about these treatments? - There is a meaningful difference between treatments. Thus, at least one mean is different. - These data do not provide meaningful evidence of a difference between the treatments. Thus, continue to assume all means are the same.
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