利用新的学习环境循序渐进地提高小学生的能力

D. Ate
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摘要

为了提高学生的数学成绩,必须朝着建立批判性思维和循序渐进的可控论证的方向提高教学质量。教师和学生的元认知活动可以支持这一点。本文提出的设计研究的目的是展示如何在课堂讨论中培养元认知活动,并揭示其机制。为此,一方面,为四年级学习整数加减法创造了一个新的学习环境。另一方面,教师和学生因此受到教育,在课堂上练习新的行为。这项试点研究在Sumba四年级的一个普通班进行,共有28名学生。课程已经被录像下来;选定的公开讨论内容已被转录。教师和学习者的话语及其相互作用已经使用为这些目的开发的特定编码系统进行了分类。分类模式是解释元认知话语学习文化的基础。研究的一个结果是,即使是四年级的学生也接受这样的学习环境;他们在代数领域练习发明和分析策略,因为这将是一场循序渐进、可控的辩论游戏。在那之后,无论是在口头讨论中还是在对相关问题的书面回答中,教育学生练习元认知活动的时间都短得惊人。
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Enhancing primary school students' competencies in step by step controllable argumentation using a new learning environment
For the goal of raising the mathematical performance of students, the quality of teaching has to be improved in the direction that critical thinking and a step-by-step controllable argumentation have to be established. Metacognitive activities of teachers and students can support this. The goal of the design research presented in this paper is to show how metacognitive activities in classroom discussions can be fostered and the mechanisms can be uncovered. For this purpose, on the one hand, a new learning environment - designed for learning addition and subtraction of integers in grade four – has been created. On the other hand, the teacher and the students have been consequently educated to practice new behavior during the lessons. This pilot study is carried out in Sumba, in a regular class, grade four, consisting of 28 students. The lessons had been video graphed; selected pieces of the public discussions have been transcribed. Teacher’s and learners’ utterances and their interplay have been classified using a particular coding system developed for those purposes. The pattern of classifications has been the basis for interpreting the metacognitive-discursive learning culture. One result of the study is that students even in grade four accept such a learning environment; they practice inventing and analyzing strategies in this field of algebra as it would be a game with step-by-step controllable argumentations. After that, an astonishingly short time of educating students to practice metacognitive activities, both in oral discussions as well as in written answers to relevant formulated questions.
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