Self-Regulated Learning and Working Memory Determine Problem-Solving Accuracy in Math.

Paula Da Costa Ferreira, Aristides I Ferreira, Ana Margarida Vieira Da Veiga Simão, Rui Prada, Ana Paula Paulino, Ricardo Rodrigues
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Abstract

This study aims to understand the role of self-regulated learning (SRL) and its different processes in the relationship between working memory (WM) and problem-solving accuracy in math in primary school children. A sample of 269 primary school children (Mage = 8.84, SD = 0.81, 58% boys) participated in this study. Tasks were used as intervention resources to assess children's WM (i.e., reading and computation span tasks), SRL (i.e., a digital game), and performance (i.e., the performance in the game, as well as a traditional math problem). Through structural equation modeling, results revealed that WM predicted children's SRL and their problem-solving accuracy in math, such that those with higher capability for temporary storage attained better accuracy. Accordingly, children's SRL explained the relationship between WM capacity and problem-solving accuracy in math; such that the indirect effect of WM capacity through SRL was lower on problem-solving accuracy in math. Results indicated that the planning phase was a greater indicator of students' SRL in problem-solving accuracy in math. These results highlight the importance of SRL competencies in explaining children's performance in problem-solving in math.

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自我调节学习和工作记忆决定数学问题解决的准确性。
本研究旨在了解自我调节学习(SRL)及其不同过程在小学生数学工作记忆(WM)与问题解决正确率之间的关系中的作用。样本为269名小学生(Mage = 8.84, SD = 0.81,男生占58%)。任务被用作干预资源来评估儿童的WM(即阅读和计算跨度任务)、SRL(即数字游戏)和表现(即在游戏和传统数学问题中的表现)。通过结构方程建模,结果显示WM对儿童的SRL和数学问题解决精度具有预测作用,临时存储能力越强的儿童的数学问题解决精度越高。因此,儿童的SRL解释了WM能力与数学问题解决准确性之间的关系;研究结果表明,思维能力对数学问题解决精度的间接影响较低。结果表明,计划阶段对学生数学问题解决的准确性有较大的指示作用。这些结果强调了SRL能力在解释儿童数学问题解决表现中的重要性。
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