谈不定积分方法的灵活运用  

On the Flexible Application of the Method of Indefinite Integral

作　　者：赵建玲[1] 刘志刚[1] 

机构地区：[1]张家口职业技术学院基础部,河北张家口075000

出　　处：《张家口职业技术学院学报》2003年第2期42-43,共2页Journal of Zhangjiakou Vocational and Technical College

摘　　要：求不定积分是一元函数微分学难点之一,虽然教材上给出了四种基本方法,但在解题时,初学者仍不能灵活运用,为了丰富初学者的解题经验,本文从一道基本题,进行多方位剖析。In mono-function of calculus study,it is most difficult to solve a problem of indefinite integral. Though in the present textbooks the elementary solutions as many as four are given,learners still could not use them to solve the problems flexibly.To enrich students experience in solving the problems,the author offers a basic problem and manages to analyze and explain about it from different angles.

关 键 词：高等数学教学 不定积分 求解方法 一元函数 微分学 教学方法 

分 类 号：O13-4[理学—数学]