QUESTION 14

1. Use the scenario below to help you answer the fill-in-the blank questions below.
2. Dr. Smiles is a positive psychologist who is interested in the impact of self-affirmations on happiness levels. He randomly assigns 10 participants to a morning affirmation group where they spend five minutes each morning saying positive self-affirmations. He assigns a different group of 10 participants to a morning and evening affirmation group, which spends five minutes in the morning and five minutes in the evening saying positive self-affirmations. He assigns a different group of 10 participants to a control group, which does not spend time self-affirming. After a week of this, he asks all participants to complete a short measure of happiness (with scores ranging from 1 = very unhappy to 5 = very happy). The data meet the assumptions for homogeneity of variance and having a symmetrical distribution.
3. Fill in the blanks below to complete this partial ANOVA summary table based on the scenario above.

1. The df between (letter a above) is: ____.
2. The df within (letter b above) is: ____.
3. The df total (letter c above) is: ____.
4. The Mean Square between (letter d above) is: ____.
5. The Mean Square within (letter e above) is: ____.
6. The F-obtained (letter f above) is: ____.
7. The p-value above (letter g above) is: ____.
8. The eta-squared would be: ____.

*****I just need the f and g, I have everything else completed. Thanks!!!! I put the ones I need in bold! (6 &7)