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Measuring of student learning performance based on geometry test for middle class in elementary school using dichotomous Rasch analysis

机译:基于二分法拉希分析的小学阶段中学生几何测验对学生学习成绩的衡量

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Understanding of geometry concept properly and precisely can stimulate students to representing and expressing the world around in orderly order. This study was designed to measure student's ability in answered geometry exam. The study involved 186 students in elementary school. Data collected based on the results of midterm examination; conducted in March 2018 and analysed using dichotomous Rasch model approach. The results of this study show that overall the students ability in identifying the number of sides in geometry image is fascinating. Unfortunately, students get it difficult to work on narrative test in geometry. It is clearly recognized that students experience difficulties in explaining and determining the circumference and square area, rectangular and triangular and second-rank relations with square roots. Furthermore, there are excellent students taking on geometry questions on certain competency requirements; and there are students failed to finish geometry exam properly. The quality of tests applied to students in mathematics exams is also a substantial issue into the discussion on this article. The findings of this research can be a substantial input for classroom teachers in developing suitable geometry learning methods and dealing with the issues linked to students' ability to learn geometry in elementary schools.
机译:正确,准确地理解几何概念可以激发学生有序地表示和表达周围的世界。这项研究旨在衡量学生在回答几何考试中的能力。该研究涉及186名小学学生。根据期中考试结果收集的数据;于2018年3月进行,并使用二分Rasch模型方法进行了分析。这项研究的结果表明,总体而言,学生识别几何图像中边数的能力令人着迷。不幸的是,学生很难在几何学中进行叙事测试。清楚地认识到,学生在解释和确定圆周和正方形面积,矩形和三角形以及具有平方根的二阶关系时遇到困难。此外,有一些优秀的学生根据某些能力要求回答几何问题;而且有些学生未能正确完成几何考试。应用于数学考试的学生的考试质量也是本文讨论中的一个实质性问题。这项研究的结果可以为课堂教师在开发合适的几何学习方法和处理与学生在小学学习几何的能力有关的问题方面的大量投入。

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