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关于伴随矩阵公式的应用
引用本文:李艳军,石留杰. 关于伴随矩阵公式的应用[J]. 科技信息, 2009, 0(7): 168-168
作者姓名:李艳军  石留杰
作者单位:安阳工学院;
摘    要:目前,很多大学生在学习线性代数的过程中,由于分析、归纳、总结问题能力薄弱,导致考研成绩不理想。因此教师在教学中,拓宽学生思路,提高学生相应的能力是非常重要的。本文以历年考研试题为例,给出了关于伴随矩阵公式的应用。

关 键 词:方阵  行列式  伴随矩阵

About the Applications of the Formular about Adjoint Matrix
LI Yan-jun SHI Liu-jie. About the Applications of the Formular about Adjoint Matrix[J]. Science, 2009, 0(7): 168-168
Authors:LI Yan-jun SHI Liu-jie
Affiliation:Anyang Institute of Technology;Henan Anyang;455000
Abstract:At present ,many students , when they study the linear algebra, have some weaknesses in analyzing , concluding and summing up, which make them not have a good achievement when they meet the entrance examination to become a graduate student ,so it is important for the teachers to widen the thinkings of their students and enhance the abilities of their students to the weaknesses . In the paper , we take the test questions to become an graduate student as examples, and give the applications of the formular about adjoint matrix.
Keywords:Square matrix  Determinant  Adjoint matrix  
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