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Table 15<br />

Gender and Grade Differences in the Number <strong>of</strong> COAD Units Defined at Least Once per<br />

Participant, Range <strong>of</strong> Units, and Means <strong>of</strong> COAD units<br />

Grade<br />

Variable<br />

Gender<br />

COAD Units<br />

I<br />

Range <strong>of</strong><br />

Units<br />

COAD Units<br />

M (SD)<br />

8 396 0 - 8 3.47 (1.64)<br />

11 709 0-10 3.25 (1.53)<br />

Boys 427 0 - 7 2.89 (1.38)<br />

Girls 678 0-10 3.68 (1.63)<br />

Chapter IV: Results<br />

Note. N= 332, Total COAD units = 1,105, M= 3.33 (1.57). No Miscellaneous category in this analysis and further<br />

analyses.<br />

To calculate gender and grade differences in the average number <strong>of</strong> units generated at<br />

least once per individual, t tests were conducted (see Table 15). For the average number <strong>of</strong><br />

COAD units generated at least once, girls (M= 3.68, SD = 1.63) <strong>define</strong>d COAD units<br />

significantly more <strong>of</strong>ten than did boys (M= 2.89, SD = 1.38), t (330) = 4.76, p = .000 (two-<br />

tailed). Girls also had a broader range <strong>of</strong> constructs than did boys. For grade differences in the<br />

average number <strong>of</strong> COAD units generated at least once per person, the 8th graders (M = 3.47, SD<br />

= 1.64) <strong>define</strong>d an average <strong>of</strong> COAD units slightly more <strong>of</strong>ten than did 11 th graders (M= 3.25,<br />

SD = 1.53), t (330) = 1.22, p = .223 (two-tailed) (not significant). However, the range <strong>of</strong><br />

constructs was wider for the 11 th graders than it was for the 8th graders.<br />

Construct Reduction<br />

According to criteria outlined by Bigelow (1977), categories or subcategories containing<br />

less than five percent (< 5%) <strong>of</strong> the participants were omitted from further analyses. Data<br />

reduction (Blaikie, 2003) was employed to reduce the number <strong>of</strong> constructs because participants'<br />

low percentages in these constructs could obscure the findings by not providing adequate<br />

numbers in cells in subsequent analyses. Three categories and two subcategories were removed<br />

leaving 14 categories and 15 subcategories (see the removed < 5% in Table 12 and remaining<br />

> 5% constructs in Table Y-2 in Appendix Y). Categories and subcategories elicited by fewer<br />

96

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