Penalaran Matematis: Pembiasaan Soal High Order Thinking Pada Siswa Usia Sekolah Dasar

Octarina Hidayatus Sholikhah, Amalia Chamidah
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引用次数: 0

Abstract

The purpose of the article is to create a mathematical reasoning modeling framework through working on high order thinking questions for elementary school students. The modeling cycle (formulating, applying, interpreting, and evaluating) is a central aspect of the conception of mathematical reasoning for students for the sake of mathematical literacy. Formulating is an individual's ability to recognize and identify opportunities to use mathematics and then provide a mathematical structure for problems presented in several contextual forms. Applying is an individual's ability to apply concepts, facts, procedures, and mathematical reasoning to solve mathematically formulated problems in order to obtain mathematical conclusions. Interpreting and evaluating (interpret and evaluate) is the individual's ability to reflect on mathematical solutions, results or conclusions and interpret them into the context of real life problems. This is a literature study, the data was collecting using literature studies on scientific journal articles and news about mathematical reasoning, high order thinking, and numeracy. The modeling cycle is recommended for teaching mathematics in elementary school through series of problem solving stages in questions with higher order thinking skill concept.
数学推理:在小学阶段对高级秩序思考的运用
本文的目的是通过对小学生高阶思维问题的研究,建立一个数学推理建模框架。建模周期(制定、应用、解释和评估)是学生数学推理概念的一个核心方面,目的是提高数学素养。公式化是指个人识别和识别使用数学的机会,然后为以几种上下文形式呈现的问题提供数学结构的能力。应用是指个人应用概念、事实、程序和数学推理来解决数学公式化问题以获得数学结论的能力。解释和评估(解释和评估)是个人反思数学解决方案、结果或结论并将其解释到现实生活问题中的能力。这是一项文献研究,数据是通过对科学期刊文章和新闻的文献研究收集的,这些文章和新闻涉及数学推理、高阶思维和算术。在具有高阶思维技能概念的问题中,通过一系列的问题解决阶段,推荐小学数学教学采用建模周期。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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2 weeks
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