矩阵概念理解能力:高职高专十一年级学生的定量描述性研究

Maria Delastrada Fallo, A. L. Son, T. Maifa
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引用次数: 1

摘要

理解和完成一个基本的数学概念是学生经常面临的问题。这个问题是数学能力的基础。这种能力是理解数学概念能力的一部分。因此,本研究旨在描述学生对矩阵概念的理解能力。本研究是一项定量描述性的研究,对象是克法门努一所职业高中多媒体一年级的11年级学生。本研究的参与者人数为26名学生。所使用的工具是对理解矩阵和访谈概念的能力的测试。本研究结果表明,十一年级多媒体一年级学生对矩阵概念的理解能力处于中等水平,占56.6%,其中高水平有7人,中等水平有13人,低水平有6人。96%的学生可以复述一个概念,46%的学生可以根据概念对物体进行分类,57%的学生可以给出概念的例子和非例子,61%的学生可以用各种形式的数学表示来呈现概念,23%的学生可以使用、利用和选择结算程序。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Matrix Concept Understanding Ability: A Quantitative Descriptive Study on Grade XI Vocational High School Students
Understanding and completing a basic mathematical concept is often faced by students. This problem is fundamental to mathematical ability. This ability is part of the competency to understand mathematical concepts. Therefore, this study was conducted to describe the students' ability to understand matrix concepts. This study is a quantitative descriptive, be held on grade XI students from Multi Media I of a vocational high school at Kefamenanu. The number of participants in this study was 26 students. The instrument used is a test of the ability to understand the concept of the matrix and interviews. The results of this study indicate that the ability to understand the matrix concept of grade XI Multi Media I students is in the medium category with a percentage of 56.6%, with details of 7 students in the high category, 13 students in the medium category, and 6 students in the low category. There are 96% of students can restate a concept, 46% of students can classify objects according to the concept, 57% of students can give examples and non-examples of concepts, 61% of students can present concepts in various forms of mathematical representation, and 23% of students can use, utilize and select settlement procedures.
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