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Against the odds: academic underdogs benefit from incremental theories

机译:逆势而为:学术落后者受益于增量理论

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摘要

An implicit theory of ability approach to motivation argues that students who believe traits to be malleable (incremental theorists), relative to those who believe traits to be fixed (entity theorists), cope more effectively when academic challenges arise. In the current work, we integrated the implicit theory literature with research on top dog and underdog status to predict self-efficacy in an academic context. To examine our predictions, we assessed college students’ (N = 165) implicit theories of mathematical ability and manipulated their underdog versus top dog status in a math competition. We hypothesized that holding an incremental (vs. entity) theory would interact with competition status (underdog vs. top dog) to predict mathematical self-efficacy. When in an underdog position, incremental (vs. entity) theories boosted students’ mathematical self-efficacy. Moreover, a mediated moderation model revealed that the experience of less helplessness accounted for greater self-efficacy in mathematical ability among academic underdogs with incremental (vs. entity) theories. Implications for teaching practices are discussed.
机译:隐含的动机能力理论认为,相对于那些认为特征是固定的(实体理论家),那些相信特质具有延展性的学生(增量理论家)可以在遇到学术挑战时更加有效地应对。在当前的工作中,我们将隐式理论文献与顶级犬和劣犬地位的研究相结合,以预测学术背景下的自我效能。为了检验我们的预测,我们评估了大学生(N = 165)的数学能力隐含理论,并在数学竞赛中操纵了他们的弱势地位和强势地位。我们假设拥有增量(相对于实体)理论将与竞争状态(弱者对强者)互动以预测数学自我效能。当处于弱势地位时,渐进式(相对于实体式)理论可以提高学生的数学自我效能感。而且,一个中介调节模型显示,在具有渐进式(相对于实体式)理论的学术落后者中,较少的无助感导致了数学能力的更高自我效能。讨论了对教学实践的影响。

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