The repeated measures ANOVA is conducted. Within subject effects is described in table1, For valence, F(1,188)-27.042, p<0.001,np2-0.126 has a significant effect. For valence * correction, F(2,188)=0.182,p=0.833 np2=0.002 has a non-significant interaction effect between valence and correction. Between subject effects is described in table2. For correction type, F(2,188)=8.950,p<0.001, np2=0.087 has a significant effect between the subjects. This means that the response of people differs by the correction type.
The repeated measures ANOVA is conducted. Within subject effects is described in table1, For valence, F(1,188)-27.042, p<0.001,np2-0.126 has a significant effect. For valence * correction, F(2,188)=0.182,p=0.833 np2=0.002 has a non-significant interaction effect between valence and correction. Between subject effects is described in table2. For correction type, F(2,188)=8.950,p<0.001, np2=0.087 has a significant effect between the subjects. This means that the response of people differs by the correction type.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
What do these ANOVA results mean for the research, of whether people respond differently to correction of positive and negative misinformation, and whether belief in misinformation differ by correction type? Explain these ANOVA results

Transcribed Image Text:The repeated measures ANOVA is conducted. Within subject effects is described in table1, For
valence, F(1,188)-27.042, p<0.001,np2=0.126 has a significant effect. For valence * correction,
F(2,188)=0.182, p=0.833 np2=0.002 has a non-significant interaction effect between valence and
correction.
Between subject effects is described in table2. For correction type, F(2,188)=8.950,p<0.001,
np2=0.087 has a significant effect between the subjects. This means that the response of people
differs by the correction type.
Expert Solution

Step 1
The provided information corresponding to the p-value for the ANOVA test is as follows:
Source | Effective Size | p-value | Significance |
Within Subject (Valence) | 0.126 | <0.001 | Yes |
Interaction between Correction and Valence | 0.002 | 0.833 | No |
Between subject | 0.087 | <0.001 | Yes |
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