菲律宾高中生数学能力的结构方程模型

Melanie G. Gurat
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引用次数: 2

摘要

本研究旨在通过选取学生档案变量,构建学生数学能力的结构方程模型。本研究采用定量研究设计。公开的PISA数学测试被用来确定学生的数学能力。采用力矩结构分析(AMOS)对数据进行分析。研究发现,学生数学应用能力的结构模型揭示了剖面变量对数学能力的有趣影响。可以传达的是,母亲的工作状态越好,期望完成的教育程度越高,越自信且不重复善良,数学能力越强。这4个直接影响胜任力变量的变量也受到家庭背景等其他特征变量的影响。家庭背景和自信水平对数学能力的总影响和间接影响均最高。因此,该模型可作为指导数学课堂程序或课程的制定,以培养学生的数学能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Structural Equation Model of Students’ Competence in Mathematics among Filipino High School Student
This study aimed to construct structural equation model of students’ competence in mathematics through selected students profile variables.  This study employed quantitative research design. The publicized PISA Mathematics Test was used to determine the competency of students in mathematics. The data was analyzed using Analysis of MOment Structures (AMOS). Findings revealed that structural model of students’ competence in applying mathematics in real world problems revealed interesting influence of the profile variables to the competency in mathematics.   It can be conveyed that better mother’s work status, higher educational level expected to complete, more confident and did not repeat kinder, have better competency in mathematics. The four variables that directly influenced the competence variables were also influenced with other profile variables such as family background. The family background and confidence level consistently had the highest total effect and indirect effect to the competence in mathematics.  Hence, this model can be used as guide in making programs in the classroom or curriculum in mathematics to develop students’ competency in mathematics.
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CiteScore
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