A psychologist would like to know whether the season (autumn, winter, spring, and summer) has any consistent effect on people's sexual activity. In the middle of each season, a psychologist selects a random sample of 23 students. Each individual is given a sexual activity questionnaire. A one-factor ANOVA was used to analyze these data. Complete the following ANOVA summary table (a = 0.05). Round your answers to three decimal places, if necessary. Source Between Within Total SS 473.44 df MS F 3.63 P-value

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A psychologist is interested in determining whether the season (autumn, winter, spring, and summer) consistently affects people's sexual activity. 

To investigate this, the psychologist selects a random sample of 23 students during the middle of each season. Each student completes a sexual activity questionnaire. The data is analyzed using a one-factor ANOVA with a significance level (α) of 0.05.

Below is the ANOVA summary table to be completed. Ensure your answers are rounded to three decimal places as needed.

| Source  | SS     | df | MS  | F    | P-value |
|---------|--------|----|-----|------|---------|
| Between |        |    |     | 3.63 |         |
| Within  | 473.44 |    |     |      |         |
| Total   |        |    |     |      |         |

- **SS (Sum of Squares):** A measure of variability.
- **df (Degrees of Freedom):** Relates to the number of independent values in the data.
- **MS (Mean Square):** Calculated as SS divided by its respective df.
- **F-statistic:** Used to determine if there are any statistically significant differences between the means.
- **P-value:** Used to determine the statistical significance relative to α = 0.05.
Transcribed Image Text:A psychologist is interested in determining whether the season (autumn, winter, spring, and summer) consistently affects people's sexual activity. To investigate this, the psychologist selects a random sample of 23 students during the middle of each season. Each student completes a sexual activity questionnaire. The data is analyzed using a one-factor ANOVA with a significance level (α) of 0.05. Below is the ANOVA summary table to be completed. Ensure your answers are rounded to three decimal places as needed. | Source | SS | df | MS | F | P-value | |---------|--------|----|-----|------|---------| | Between | | | | 3.63 | | | Within | 473.44 | | | | | | Total | | | | | | - **SS (Sum of Squares):** A measure of variability. - **df (Degrees of Freedom):** Relates to the number of independent values in the data. - **MS (Mean Square):** Calculated as SS divided by its respective df. - **F-statistic:** Used to determine if there are any statistically significant differences between the means. - **P-value:** Used to determine the statistical significance relative to α = 0.05.
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