首页> 外文期刊>Journal of Education and Practice >MATHEMATICS LEARNING BY USING METACOGNITIVE APPROACH TO IMPROVE MATHEMATICAL LOGICAL THINKING ABILITY AND POSITIVE ATTITUDE OF JUNIOR HIGH SCHOOL STUDENTS’
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MATHEMATICS LEARNING BY USING METACOGNITIVE APPROACH TO IMPROVE MATHEMATICAL LOGICAL THINKING ABILITY AND POSITIVE ATTITUDE OF JUNIOR HIGH SCHOOL STUDENTS’

机译:运用元认知方法提高初中生数学逻辑思维能力和积极态度的数学学习

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This study aims to: (1) Determine whether the Metacognitive Approach Learning Model (labelled as MAL-Model) is higher than the Conventional Learning Model (labelled as CL-Model) to the increase of the logical mathematical thinking ability, (2) Analyze the secondary graders’ reasoning of the qualitative, additive, pre-multiplicative, multiplicative implicit, and multiplicative level along with positive attitudes. The research was conducted in grade eight of secondary schools in Sumatera Utara. The schools, which were optioned proportionally randomly, are SMPN 35 and MTsN 2. The research accomplished by two way anova showed that students’ logical mathematical thinking ability taught by MAL-Model is higher than theirs taught by CL Model. Five levels of proportional reasoning accompanied the characteristics are described qualitatively. The description indicated that two students are in unpatterning count level; five students are in proportional algorithm with no conceptual basic; two students are in additive level, two students are in pre-multiplicative and implicit multiplicative level respectively, and multiplicative level has four students. The result of Metacognitive Approach Learning Model can be suggested as an alternative instruction to enhance students’ logical mathematical thinking ability and their positive attitude.
机译:这项研究旨在:(1)确定元认知方法学习模型(标记为MAL模型)是否高于常规学习模型(标记为CL模型)以提高逻辑数学思维能力,(2)分析二年级学生对定性,加性,预乘,隐式和乘性水平以及积极态度的推理。这项研究是在Sumatera Utara的八年级中学进行的。这些学校按比例随机选择,分别是SMPN 35和MTsN2。通过两项方差分析完成的研究表明,MAL-Model教授的学生逻辑数学思维能力高于CL模型。定性描述了伴随特征的五个比例推理。描述表明两个学生处于无模式计数级别;五名学生采用比例算法,没有概念基础;两个学生处于加法级别,两个学生分别处于预乘和隐式乘法级别,并且乘法级别有四个学生。元认知方法学习模型的结果可以作为一种替代指导,以增强学生的逻辑数学思维能力和积极态度。

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