17. A researcher wanted to see what had a larger affect on weight loss and tested number of minutes of exercise (30 minutes vs. 60 minutes and 90 minutes) per day and number of hours of sleep (6, 7 or 8 hours) on their weight loss. The conditions had 9 participants each. Please fill in the missing values in table below. Start with the degrees of freedom values and using algebra calculate the other values for each category. (It might be helpful to have equations from this chapter handy to reference). Source SS df MS F Between treatments 144.00 Factor A (exercise) 18.00 Factor B (hours of sleep) AxB 7.00 Within Treatments Total 360.00 18. Why are the results considered partial when referring to the eta square (η2) for the factorial ANOVA?
17. A researcher wanted to see what had a larger affect on weight loss and tested number of minutes of exercise (30 minutes vs. 60 minutes and 90 minutes) per day and number of hours of sleep (6, 7 or 8 hours) on their weight loss. The conditions had 9 participants each. Please fill in the missing values in table below. Start with the degrees of freedom values and using algebra calculate the other values for each category. (It might be helpful to have equations from this chapter handy to reference). Source SS df MS F Between treatments 144.00 Factor A (exercise) 18.00 Factor B (hours of sleep) AxB 7.00 Within Treatments Total 360.00 18. Why are the results considered partial when referring to the eta square (η2) for the factorial ANOVA?
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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17. A researcher wanted to see what had a larger affect on weight loss and tested number of minutes of exercise (30 minutes vs. 60 minutes and 90 minutes) per day and number of hours of sleep (6, 7 or 8 hours) on their weight loss. The conditions had 9 participants each. Please fill in the missing values in table below. Start with the degrees of freedom values and using algebra calculate the other values for each category. (It might be helpful to have equations from this chapter handy to reference).
Source | SS | df | MS | F |
Between treatments | 144.00 | |||
Factor A (exercise) | 18.00 | |||
Factor B (hours of sleep) | ||||
AxB | 7.00 | |||
Within Treatments | ||||
Total | 360.00 |
18. Why are the results considered partial when referring to the eta square (η2) for the factorial ANOVA?
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