Copyright Malvin Porter, Jr. 2010 - acumen - The University of ...
Copyright Malvin Porter, Jr. 2010 - acumen - The University of ...
Copyright Malvin Porter, Jr. 2010 - acumen - The University of ...
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Prosocial/Care justification or Justice/Fair Justification was selected as the very best Justification<br />
for a child’s Action Choice. A frequency count for the number <strong>of</strong> times across the four stories<br />
that an Aggressive/Retribution Justification was selected as the very worst Justification for a<br />
child’s Action Choice.<br />
Before considering the relationship between CBVS Action Choices and Justification<br />
Choices, I wanted to determine whether or not children’s intellectual ability would influence<br />
their selection <strong>of</strong> Actions and Justifications. If so, I would need to account for Intellectual Ability<br />
as a covariant for children’s Action and Justification choices. If there was no significant<br />
variation, I would drop Intellectual Ability from further analyses in this study. <strong>The</strong> following<br />
research question will address the issue <strong>of</strong> Intellectual Ability and children’s Action and<br />
Justification Choices.<br />
Question Two<br />
Does children’s intellectual ability relate to the frequency <strong>of</strong> children’s CBVS Action Choices<br />
(Prosocial vs. Aggressive) and Justification Choices (e.g., Justice/Fair, Prosocial/Care,<br />
Aggressive/Retribution)?<br />
Intellectual ability was reported as a single teacher-perceived item on the teacher<br />
measure. Children’s categorical ability was reported as Low, Below Average, Average, Above<br />
Average, or High. Standardized academic ability scores were not available for this study.<br />
A Chi-Square (Ҳ 2 ) Test for Independence tested the following null hypothesis: <strong>The</strong>re is<br />
no dependency between children’s Intellectual Ability and children’s CBVS Action Choices that<br />
are coded as either Prosocial or Aggressive. <strong>The</strong> non-significant Chi-Square (Ҳ 2 ) (3, N=632) =<br />
123.37, p < .0001, Cramer’s V = .44, shows that there is no significant dependency between<br />
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