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THE DEVELOPMENT OF EXECUTIVE FUNCTION IN EARLY ...

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Results<br />

Group analyses. A preliminary two-way (Version x Dimension Order) ANOVA on number of correct<br />

postswitch trials indicated that there was no effect of dimension order and no Version x Dimension Order<br />

interaction. Consequently, dimension order was dropped from subsequent analyses. A two-way (Sex x Version)<br />

ANOVA on number of correct postswitch responses revealed only a significant effect of version, F(4, 77) =<br />

2.74, p < .05 (effect size f = .38), and no effect of sex, F(1, 77) = .01. The Newman-Keuls post hoc test (p < .05)<br />

indicated that the Negative Priming version was significantly more difficult than the Redundant version, the<br />

Total Change (no preswitch feedback) version, and the Negative Priming (redundant preswitch) version (see<br />

Figure 19). These results did not change after excluding children who failed the preswitch phase (fewer than 7<br />

out of 8 correct; n = 7).<br />

Comparison of children's performance on the different versions to chance performance revealed that children<br />

performed significantly better than chance on the Redundant version, t(16) = 3.77,p < .0 1, the Negative<br />

Priming (redundant preswitch) version, t(16) = 2.6 1, p < .05, and the Total Change version, t(16) = 2.82, p<<br />

.05. Children's performance on the standard version and on the Negative Priming version did not differ<br />

significantly from chance.<br />

Individual analyses. Seven children (2 in the standard version, 2 in the Negative Priming version, and 1 each in<br />

the Total Change, the Redundant, and the Negative Priming [redundant preswitch] versions) failed the<br />

preswitch phase, using the same criterion as in Experiment 8 (i.e., at least 7 out of 8 correct, p < .05, binomial<br />

distribution). Children who passed the preswitch phase were classified as passing the postswitch phase by the<br />

same criterion (see Table 8). As can be seen, performance on the Negative Priming version was significantly<br />

worse than on the Redundant version χ 2 (1, N = 32) = 6.15, p < .05, on the Negative Priming (redundant<br />

preswitch) version, χ 2 (1, N= 32) = 6.15, p < .05, and on the Total Change version, χ 2 (1, N= 32) = 6.15, p < .05.<br />

There was also a trend for the Negative Priming version to be more difficult than the standard version, χ 2 (1, N =<br />

33) = 3.24, p

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