摘要
本文试图通过举例,介绍在解析几何证题中常用的一些技能与技巧:在进行解析几何证明题中,通常的思路是,先把几何学问题“转化”成相应地代数问题,利用代数方法去解决;再把所得的结果“转化”成几何学所要的答案。
This paper is intended to introduce some technics and skills frequently used in demonstrating the problems of analytical geometry.In demonstrating the problems of analytical geometry, it is, as a rule, a cormmon way to transform the problems of analytical geometry to those of algebra, and in turn the results obtained are then transf ormed to the amwers required in analytical geometry.
出处
《阜阳师范学院学报(自然科学版)》
1994年第1期39-45,共7页
Journal of Fuyang Normal University(Natural Science)