Secondary students’ spatial thinking in solving the minimum competency assessment (MCA) on geometry

Mayang Dintarini, Anis Farida Jamil, Agung Deddiliawan Ismail
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引用次数: 1

Abstract

Reflecting on PISA and TIMSS, international mathematical, reading, and science literacy assessments, the Indonesian government began implementing the Minimum Competency Assessment (MCA) for primary, secondary, and high school students. MCA demands the ability to solve daily life problems, one of which is geometry problems that require spatial ability. This research focused on describing spatial thinking ability used in numeracy competencies on geometry content. This research is descriptive with a qualitative approach. Thirty junior high school students in Malang, East Java, Indonesia, took the MCA preparation test and assessed their spatial thinking skills. The research was conducted in three stages: preparation, implementation, and analysis, and showed that three aspects of spatial ability, namely visualization, orientation, and relations, had not yet fully emerged. Some students cannot arrange the expected pattern. There are even students who ignore the geometric shapes requested. Students simplify drawing a hexagon with a quadrilateral, which are two different geometric objects, which leads to fatal errors. This study suggests that teachers emphasize learning mathematics that can train students' spatial thinking skills because it can lead to better mathematical understanding and performance.
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中学生几何最小能力评价中的空间思维
根据国际学生评估项目(PISA)和TIMSS(国际数学、阅读和科学素养评估),印尼政府开始对小学、初中和高中学生实施最低能力评估(MCA)。MCA要求学生有解决日常生活问题的能力,其中之一就是需要空间能力的几何问题。本研究的重点是描述空间思维能力在几何内容的计算能力。本研究采用定性方法进行描述性研究。印尼东爪哇玛琅的30名初中生参加了MCA预备测试,并评估了他们的空间思维能力。研究分准备、实施和分析三个阶段进行,表明空间能力的三个方面,即可视化、定向和关系尚未完全显现。有些学生不能安排预期的模式。甚至有学生无视要求的几何形状。学生们简化了六边形和四边形的绘制,这是两个不同的几何物体,这导致了致命的错误。本研究建议教师重视能够培养学生空间思维能力的数学学习,因为它可以提高学生对数学的理解和表现。
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