态度、教学变量与数学成绩关系的层次线性模型

Paul Kwame Butakor
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引用次数: 6

摘要

学生在数学方面的成就通常被认为是一个国家未来成功的必要条件。因此,培养和准备学生做好数学已成为大多数国家教育的基本目标,特别是在加纳。应用2007年国际数学与科学研究趋势(TIMSS)数据的层次线性模型,研究了加纳八年级学生态度和教学变量与数学成绩之间的关系。在分析之前,对相似项目的聚类进行探索性因子分析,以减少预测变量的数量。结果表明,学生的性别、教育愿望、数学自信、数学价值和一些教学变量的频繁使用在水平1上是显著的正向预测因子。作业量、教学年数、主要研究领域是显著的正向预测因子,而教师执照或证书是显著的负向预测因子。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hierarchical Linear Modeling of the relationship between Attitudinal and Instructional Variables and Mathematics Achievement
Students’ achievement in mathematics is often considered necessary for the success of the future of a country. Therefore, the training and preparation of students to do well in mathematics has become fundamental goal of education for most countries and more specifically in Ghana. Applying Hierarchical Linear Modeling on the Trends in International Mathematics and Science Study (TIMSS) 2007 data, the relationship between attitudinal and instructional variables and mathematics achievement among Ghana’s grade eight students was examined. Prior to the analyses, exploratory factor analyses were conducted for clusters of similar items to reduce the number of predictor variables. The results indicate that student’s gender, educational aspirations, self-confidence in mathematics, value for mathematics, and frequent use of some instructional variables were significant positive predictors at Level 1. Whiles amount of homework, years of teaching, major area of study were significant positive predictors, teaching license or certificate was a significant negative predictor at Level 2.
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