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Copyright Malvin Porter, Jr. 2010 - acumen - The University of ...

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hypothesized difference in proportions <strong>of</strong> 0.5 lies within the 95% confidence interval (0.434149,<br />

0.666887), therefore I conclude that 0.5 is a plausible value for the true difference in proportions<br />

for children’s Prosocial Action Choice responses. I also conclude that the proportions <strong>of</strong><br />

children’s Prosocial Action Choice responses and children’s Aggressive Action Choice<br />

responses are not significantly different. <strong>The</strong>refore, I fail to reject the null hypothesis and I<br />

conclude that children who chose an Aggressive/Retribution Justification were just as likely to<br />

choose Prosocial Action Choices as they were to choose Aggressive Action Choices. See Table<br />

13.<br />

Table 13<br />

CBVS Test and Confidence Interval for One Proportion for Aggressive/Retribution Justification<br />

Choices<br />

Test <strong>of</strong> p = 0.5 vs. p not = 0.5<br />

Sample ƒ n Sample p 95% CI Exact P-Value<br />

1 42 76 0.552632 (0.434149, 0.666887) 0.422<br />

N = 632 responses<br />

A test for the Difference in Proportions tested the following null hypothesis: Of the<br />

children who make Justice/Fair Justification Choices, there is no difference in proportions <strong>of</strong><br />

those who make Prosocial Action Choices and those who make Aggressive Action Choices.<br />

Of the 369 responses to Justice/Fair Justification Choices, 281 were Prosocial Action<br />

Choices (sample p =0.761518, p = 0.000 when test <strong>of</strong> p =0.05 vs. p ≠ 0.5). <strong>The</strong> hypothesized<br />

difference in proportions <strong>of</strong> 0.5 does not lie within the 95% confidence interval (0.714679,<br />

0.804104); therefore I conclude that 0.5 is not a plausible value for the true difference in<br />

proportions <strong>of</strong> children’s Prosocial Action Choice responses and I conclude that the proportions<br />

92

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