Analysis of Primary Students’ Spatial Literacy on Reasoning

Elok Kartika Sari, R. Ekawati
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Abstract

Spatial thinking is critical to mathematical thinking and achievement, important not only in mathematics learning and but also important in education research. In order to have similar opportunity in supporting primary students’ spatial literacy on reasoning, it needs a clearer picture of primary students’ spatial literacy on reasoning in solving Mathematical Literacy Tasks (MLT) as the aim of this study. The characteristic of MLT satisfies the PISA framework and considering Context, Content (shape and space), Process as well as level of problem. Researcher only focuses on three MLT problems. The result is about description of analyzing three participants’ solution of MLT based on how they use kinds of spatial literacy on reasoning strategies. Dimensional reasoning is effective but the students didn’t use it often, the students seem like unfamiliar with these strategies. The responses suggest that because of the teacher didn’t use dimensional strategies in the class, so the student commonly didn’t use it often. Therefore, students need experiences that supporting their reasoning of spatial objects and its relationship and teacher can help students by using learning models, methods, or strategies in the class so their mathematical literacy (spatial literacy on reasoning) better than before.
小学生空间推理素养分析
空间思维是数学思维和数学成绩的关键,不仅在数学学习中具有重要意义,在教育研究中也具有重要意义。为了有类似的机会支持小学生的推理空间素养,本研究的目的是更清楚地了解小学生在解决数学素养任务(MLT)中推理的空间素养。MLT的特点满足了PISA的框架,并考虑了语境、内容(形状和空间)、过程和问题的层次。研究者只关注了三个MLT问题。结果描述了三名参与者基于空间素养在推理策略上的运用情况,分析了他们的MLT解决方案。维度推理是有效的,但学生们并不经常使用,学生们似乎不熟悉这些策略。结果表明,由于教师在课堂上没有使用维度策略,所以学生通常不经常使用维度策略。因此,学生需要经验来支持他们对空间物体及其关系的推理,教师可以通过在课堂上使用学习模型、方法或策略来帮助学生,从而使他们的数学素养(推理的空间素养)比以前更好。
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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