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Direct linkGniewosz, Burkhard; Watt, Helen M. G. – Developmental Psychology, 2017
This study examines whether and how student-perceived parents' and teachers' overestimation of students' own perceived mathematical ability can explain trajectories for adolescents' mathematical task values (intrinsic and utility) controlling for measured achievement, following expectancy-value and self-determination theories. Longitudinal data…
Descriptors: Adolescents, Parents, Teachers, Mathematics Skills
Download full textAreepattamannil, Shaljan; Kaur, Berinderjeet – Mathematics Education Research Group of Australasia, 2013
This study, drawing on data from the Trends in International Mathematics and Science Study (TIMSS) 2011, examined whether mathematics teachers' perceptions of their students' mathematical competence were related to mathematics achievement, affect toward mathematics, and engagement in mathematics lessons among Grade 8 students in Singapore and…
Descriptors: Mathematics Teachers, Teacher Attitudes, Mathematics Skills, Competence
Arikan, Serkan; van de Vijver, Fons J. R.; Yagmur, Kutlay – EURASIA Journal of Mathematics, Science & Technology Education, 2016
Large-scale studies, such as the Trends in International Mathematics and Science Study (TIMSS), provide data to understand cross-national differences and similarities. In this study, we aimed to identify factors predicting mathematics achievement of Turkish students by comparing to Australian students. First, construct equivalence and item bias…
Descriptors: Foreign Countries, Comparative Education, Mathematics Achievement, Performance Factors
PDF pending restorationTay, May Ping; And Others – 1994
This study examined the generalizability of the internal/external (I/E) frame of reference model of academic self-concept development. The "external" component of the model refers to comparing one's achievement with one's peers; in LISREL causal modeling, this external comparison is presented as positive paths. The "internal"…
Descriptors: Academic Achievement, Early Adolescents, Generalizability Theory, Grade 7
