To find the within-group degrees of freedom, one must ______.
A) subtract 1 from the number of groups
B) subtract the number of groups from the total number of observations
C) subtract 1 from the total number of observations
D) divide each groups mean by the within-groups sum of squares and then divide the result by the total number of groups.
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Q6: The statistical test of ANOVA, the F-test,
Q7: Total variability is _.
A) the difference between
Q8: Between-groups variability is _.
A) the difference between
Q9: _ variability may be thought of as
Q10: _ variability may be thought of as
Q12: To find the between-group degrees of freedom,
Q13: To find the total degrees of freedom,
Q14: Which test allows for the researcher to
Q15: Which of the following eta squared results
Q16: ANOVAs are useful for independent variables that
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