早期数学教育中微分代数内容的发现学习对学生长期知识的影响

Sanja Anđelković, Sanja M. Maričić
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摘要

决定知识质量的基本特征之一是它的持久性。学生在学习新知识的过程中,以及对旧知识的复习和重复,其知识的持久性取决于教学的组织和实施质量。更具体地说,学生知识的持久性取决于应用的方法方法和学生在课堂上的活动。摘要本研究旨在探讨早期数学教育中差异性代数内容的发现式学习对学生长期知识的影响。为了实现这一目标,我们以261名小学四年级学生为样本,进行了平行组的实验。本实验旨在探讨基于发现学习和内容区分原则的代数教学方法是否比传统的学习方法更能提高学生的知识持久性。研究结果表明,基于发现的微分代数内容学习有助于提高知识的总体持久性,并在三个成就水平(基础、中级和高级)中的每一个水平上都有更好的知识持久性。
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THE EFFECTS OF DISCOVERY-BASED LEARNING OF DIFFERENTIATED ALGEBRA CONTENT ON THE LONG-TERM KNOWLEDGE OF STUDENTS IN EARLY MATHEMATICS EDUCATION
One of the essential characteristics of knowledge that determines its quality is its durability. The durability of students' knowledge depends, among other things, on the quality of organization and implementation of teaching in the process of acquiring new knowledge, as well as reviewing and repeating old knowledge. More specifically, the durability of students' knowledge depends on the applied methodological approach and the students' activities in the classroom. The aim of this study was to examine the effects of discovery-based learning on differentiated algebra content on the long-term knowledge of students in early mathematics education. To achieve this goal, an experiment was conducted with parallel groups consisting of a sample of 261 fourth-grade students from primary schools. The experiment aimed to investigate whether the methodological approach to algebra instruction based on the principles of discovery learning and content differentiation yields better effects on the durability of students' knowledge compared to traditional learning methods. The results of the research showed that discovery-based learning on differentiated algebra content contributes to better knowledge durability overall and at each of the three achievement levels (basic, intermediate, and advanced).
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