摘要
首先对各种证明双重向量积展开公式的方法进行了简单分类总结,然后给出了两个新证明。最后,不同于解析几何教材传统的方法,在空间直线以一般方程形式给出时,应用双重向量积展开公式得到一个可以直接求出点到直线的距离公式。
Firstly,various methods to prove the expansion formula of double vector product are briefly classified and summarized,and then two new proofs are given.Finally,unlike the traditional method in analytic geometry textbook,when the space straight line is given in the form of general equation,a distance formula from point to line is obtained directly by applying the expansion formula of double vector product.
作者
潘朝毅
PAN Chaoyi(School of Mathematics,Chengdu Normal University,Chengdu 611130,China)
出处
《成都师范学院学报》
2019年第11期108-111,共4页
Journal of Chengdu Normal University
基金
成都师范学院2018年一流学科建设校级重大科研项目“三维轴对称Steklov特征值问题的边界积分方程的高精度算法研究”(CS18ZDZ02)
关键词
双重向量积
展开公式
距离公式
double vector product
expansion formula
distance formula