微分与积分数学概念学习自我调节的反馈学习对象概念

Q3 Multidisciplinary
Alex Sandro De Castilho, A. Trevisan, Diego Marczal
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引用次数: 0

摘要

背景:由于工程课程的失败率很高,寻求替代方案至关重要,以最大限度地减少进入巴西大学的学生在数学领域的困难。另一种选择是使用学习对象(LO),让学生意识到自己的错误,并鼓励他们提出假设和解决问题,这些方面是学习自我调节的基础。目标:提出LO的概念和评估,并提供反馈,使学生能够就微分和积分所需的数学概念自我调节学习。设计:本研究基于设计科学研究——DSR方法论。在本文详细介绍的第一阶段,我们试图介绍问题的相关性和文物的设计方案,以及评估该设计的第一阶段。设置和参与者:LO由七名数学教师和两名数学教育研究人员进行了在线评估。数据收集和分析:通过谷歌会议对评估期间录制的视频进行转录。结果:专家们指出了LO在高等教育新人可能犯错误之前进行诊断和补救/干预的潜力。结论:评估后,根据专家的说明对人工制品进行了重组和改进。以下研究步骤将是Los的完整版本的实施,其中的问题将探索数值、代数和函数知识的层次。我们希望这项研究的教育产品将帮助学生解决DIC中的数学困难。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Conception of Learning Objects with Feedback for Self-Regulation of Learning Mathematical Concepts Necessary for Differential and Integral Calculus
Background: Due to the high failure rates in engineering courses, it is of fundamental importance to seek alternatives that minimise the difficulties that students entering Brazilian universities have in the disciplines of the area of mathematics. An alternative is to use learning objects (LO) that allow students to be aware of their errors and encourage them to formulate hypotheses and solve problem situations, aspects that are fundamental for the self-regulation of learning. Objectives: To present the conception and evaluation of an LO with feedback that allows the student to self-regulate their learning with regard to the concepts of mathematics necessary for differential and integral calculus. Design: The research is based on the design science research - DSR methodology. In the first stage, detailed in this article, we sought to present the relevance of the problem and the artefact’s design proposal and the first phase of assessing this design. Setting and Participants: The LO was submitted to an online assessment by seven mathematics teachers and two mathematics education researchers. Data collection and analysis: It was carried out through the transcription of the videos recorded during the assessment via Google Meet. Results: The experts pointed out the potentialities of the LO to diagnose and remedy/intervene before possible errors made by higher education newcomers. Conclusions: After the assessment, the artefact was restructured and improved following the specialists’ notes. The following steps of the research will be the implementation of the complete version of the Los, with questions that explore the strata of numerical, algebraic, and functional knowledge. We expect that the educational product of this research will help students with their mathematical difficulties in DIC.
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来源期刊
Acta Scientiae
Acta Scientiae Multidisciplinary-Multidisciplinary
CiteScore
0.70
自引率
0.00%
发文量
43
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