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

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Of the 284 Best Action Choice responses selected by males, 216 were Prosocial Action<br />

Choices (sample p = 0.760563). Of the 348 Best Action Choice responses selected by females,<br />

272 were Prosocial Action Choices (sample p = 0.781609). <strong>The</strong> estimate <strong>of</strong> the difference<br />

between male responses and female responses was -0.0210458. <strong>The</strong> hypothesized difference in<br />

proportions <strong>of</strong> zero lies within the 95% CI (-0.0869813, 0.0448896) for the difference in<br />

proportions between male responses and female responses to Prosocial Action Choices.<br />

<strong>The</strong>refore, zero is a plausible value for the difference in proportions between male responses and<br />

female responses to Prosocial Action Choices. I conclude that there is no significant difference in<br />

the proportion <strong>of</strong> male responses and the proportion <strong>of</strong> female responses to Prosocial/Care<br />

Justifications. <strong>The</strong>refore, I fail to reject the null hypothesis and I conclude that males were as<br />

likely to choose Prosocial Action Choices as females. See Table 21.<br />

Table 21<br />

CBVS Test and Confidence Interval for the Proportion <strong>of</strong> Males and the Proportion <strong>of</strong> Females<br />

who Selected Prosocial Action Choices<br />

Sample ƒ n Sample p<br />

Male 216 284 0.760563<br />

Female 272 348 0.781609<br />

Test <strong>of</strong> p = 0 vs. p ≠ 0<br />

Difference = p (male) – p (female)<br />

Estimate for difference: -0.0210458<br />

95% CI (-0.0869813, 0.0448896)<br />

Test for difference = 0 (vs. ≠ 0): Z = -0.63 P-Value = 0.532<br />

Fisher's exact test: P-Value = 0.568<br />

N = 632 responses<br />

102

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