定积分不等式证明方法探析  

Analysis on the Methods of Proving Definite Integral Inequality

作　　者：孙文婧[1] 

机构地区：[1]铁岭师范高等专科学校,辽宁铁岭112000

出　　处：《科教文汇》2013年第25期61-62,共2页Journal of Science and Education

摘　　要：含定积分的不等式的证明是高中数学学习中的一个重点也是难点,证明方法多种多样,本文归纳并列举了几种定积分不等式的证明方法。通过运用定积分的知识对不等式进行证明,来探析定积分在数学证明中的作用。The proving of definite integral inequality is an important but difficult point in the learning of senior high school mathematics,for there are various methods of proving it.This paper summarizes several methods.Through using the knowledge of definite integral in proving inequality,this paper analyzes its role in mathematics.

关 键 词：定积分 不等式 证明方法 探析 

分 类 号：G642[文化科学—高等教育学]