Assumptions Tests of Sphericity Valence Mauchly's W 1.000 Р NaN Homogeneity of Variances Test (Levene's) F Greenhouse-Geisser & Positive_valence_belief 0.834 Negative_valence_belief 2.794 * The repeated measures has only two levels. The assumption of sphericity is always met when the repeated measures has only two levels df1 1.000 2 2 df2 Huynh-Feldt = 188 188 1.000 р 0.436 0.064 Which assumption checks are needed in our data? Have our data passed the assumption checks? Is it appropriate to proceed with the ANOVA?

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How can I describe this output?

Assumptions
Tests of Sphericity
Valence
Mauchly's W
1.000
Р
NaNa
Homogeneity of Variances Test (Levene's)
F
Positive_valence_belief
Negative_valence_belief
Greenhouse-Geisser & Huynh-Feldt &
* The repeated measures has only two levels. The assumption of sphericity is
always met when the repeated measures has only two levels
0.834
2.794
df1
1.000
2
2
df2
1.000
188
188
Р
0.436
0.064
Which assumption checks are
needed in our data?
Have our data passed the
assumption checks?
➤ Is it appropriate to proceed
with the ANOVA?
Transcribed Image Text:Assumptions Tests of Sphericity Valence Mauchly's W 1.000 Р NaNa Homogeneity of Variances Test (Levene's) F Positive_valence_belief Negative_valence_belief Greenhouse-Geisser & Huynh-Feldt & * The repeated measures has only two levels. The assumption of sphericity is always met when the repeated measures has only two levels 0.834 2.794 df1 1.000 2 2 df2 1.000 188 188 Р 0.436 0.064 Which assumption checks are needed in our data? Have our data passed the assumption checks? ➤ Is it appropriate to proceed with the ANOVA?
Repeated Measures ANOVA
Within Subjects Effects
Valence
Valence * Correction
Residual
Note. Type 3 Sums of Squares
Between Subjects Effects
Sum of Squares df
Correction
Residual
Sum of Squares
35.772
375.704
Note. Type 3 Sums of Squares
36.401
0.491
253.059
1
2
188
2
188
Mean Square
36.401
0.245
1.346
df Mean Square F
17.886
1.998
F
р
27.042 < .001
0.182 0.833
8.950 <.001
Р
n²p
0.087
n²p
0.126
0.002
Do we have a main effect of
Correction?
Do we have a main effect of
Valence?
Do we have an interaction
between Correction and
Valence?
Do we need to run any post-
hoc tests?
Transcribed Image Text:Repeated Measures ANOVA Within Subjects Effects Valence Valence * Correction Residual Note. Type 3 Sums of Squares Between Subjects Effects Sum of Squares df Correction Residual Sum of Squares 35.772 375.704 Note. Type 3 Sums of Squares 36.401 0.491 253.059 1 2 188 2 188 Mean Square 36.401 0.245 1.346 df Mean Square F 17.886 1.998 F р 27.042 < .001 0.182 0.833 8.950 <.001 Р n²p 0.087 n²p 0.126 0.002 Do we have a main effect of Correction? Do we have a main effect of Valence? Do we have an interaction between Correction and Valence? Do we need to run any post- hoc tests?
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