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首页> 外文期刊>Procedia - Social and Behavioral Sciences >Undergraduate Students’ Performances in Linear Algebra: Factorization of a Determinant of n *n Dimensional Matrices
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Undergraduate Students’ Performances in Linear Algebra: Factorization of a Determinant of n *n Dimensional Matrices

机译:大学生在线性代数中的表现:行列式n * n维矩阵的因式分解

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摘要

The purpose of this study was to investigate the undergraduate students’ performance and the methods to find the factorization of a determinant of n*n dimensional matrix. The participants were seventy-one undergraduate mathematics students from Yildiz Technical University. The study was qualitative in nature. The participants were asked to find the factorization of determinant of given matrix. The data was analyzed by researchers jointly. Four different methods were used by students. These methods could be categorized as traditional and non-traditional methods. Along with the abstract form of the matrices and the dimension of matrices were identified as main factors for students to use different approaches but the dimension of a matrix affects the students’ performance negatively.
机译:这项研究的目的是调查大学生的表现以及找到n * n维矩阵行列式的因式分解的方法。参加者是来自耶尔迪兹工业大学的71名本科数学学生。该研究本质上是定性的。要求参与者找到给定矩阵的行列式的因式分解。研究人员共同分析了这些数据。学生使用了四种不同的方法。这些方法可以分为传统方法和非传统方法。矩阵的抽象形式和维度被确定为学生使用不同方法的主要因素,但是矩阵的维度对学生的表现产生负面影响。

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