(a) The degree of freedom between persons (df BP) is equal to n-1, where n = number of participants in each group.
So, n - 1 = 14
Therefore, n = 14 + 1 = 15
Ans: 15 participants in each group
(b) k = 3 i.e there are 3 groups. n = 12 i.e. 12 participants are there in each group.
Ans: 12 participants in each group
(c) df E = (k-1)(n-1)
We know that (n-1) is nothing but df BP and (k-1) is nothing but df BG
df E = df BP x df BG
Substitute the given values:
25 = df BP x 5
Therefore, df BP = 5.
Thus, n - 1 = 5.
Therefore, n = 6'
Ans: 6 participants in each group
Given the following information for the one-way within-subjects ANOVA, state the number of participants observed in...
Given the following information for the one-way within-subjects ANOVA, state the number of participants observed in each group. (a) dfBP = 9 participants (b) k = 4, n = 12 participants (c) dfBG = 5, dfE = 25 participants
Given the following information for the one-way within-subjects ANOVA, state the number of participants observed in each group. (a) dfBP = 8 participants? (b) k = 4, n = 15 participants? (c) dfBG = 5, dfE = 30 participants ?
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A researcher conducts a one-way within-subjects ANOVA in which k = 3 and n = 10. She computes SSBG = 120, SSE = 198, and SST = 518. What is the effect size for this test using w2?
A researcher conducts a one-way within-subjects ANOVA in which k = 3 and n = 10. She computes SSBG = 120, SSE = 198, and SST = 518. What is the effect size for this test using w2?
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