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Probing the Unique Contributions of Self-Concept, Task Values, and Their Interactions Using Multiple Value Facets and Multiple Academic Outcomes
Guo, Jiesi ; Nagengast, Benjamin ; Marsh, Herbert W. ; Kelava, Augustin ; Gaspard, Hanna ; Brandt, Holger ; Cambria, Jenna ; Flunger, Barbara ; Dicke, Anna-Lena ; Häfner, Isabelle ... show 2 more
Guo, Jiesi
Nagengast, Benjamin
Marsh, Herbert W.
Kelava, Augustin
Gaspard, Hanna
Brandt, Holger
Cambria, Jenna
Flunger, Barbara
Dicke, Anna-Lena
Häfner, Isabelle
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Abstract
Drawing on expectancy-value theory, the present study examined the unique contributions of the four major value beliefs and self-concept on achievement, self-reported effort, and teacher-rated behavioral engagement in mathematics. In particular, we examined the multiplicative effects of self-concept and task values on educational outcomes using the latent moderated structural equation approach. Participants were 1,868 German ninth-grade students. The data analyses relied on a higher-order structure of value beliefs, which is suited to parsing the differential patterns of predictive relations for different value beliefs. The findings revealed that (a) self-concept was more predictive of achievement, whereas value beliefs were more predictive of self-rated effort; (b) self-concept and value beliefs emerged as equally important predictors of teacher-reported engagement; (c) among the four value beliefs, achievement was more associated with low cost, whereas effort was more associated with attainment value; and (d) latent interactions between self-concept and value beliefs predicted the three outcomes synergistically.
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Date
2016-01-11
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SAGE Publications
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Keywords
Self-concept, Expectancy-value theory, Mathematics, Achievement, Effort, Engagement, Latent interaction
Citation
Guo, J., Nagengast, B., Marsh, H. W., Kelava, A., Gaspard, H., Brandt, H., ... & Brisson, B. (2016). Probing the unique contributions of self-concept, task values, and their interactions using multiple value facets and multiple academic outcomes. AERA open, 2(1), 2332858415626884.