摘要
本文通过两道例题讨论了当一个特殊极限存在时,一元函数在一点处可微的情况.给出一元函数在一点处可微的一个特殊结论及证明,并计算出导数.
In this paper, the differentiable of function of one variable is discussed through two examples, when a special limit existed. Elicited a special result of differentiable of univariate function at a point and proved it, calculated the derivative.
出处
《科技视界》
2015年第29期319-319,共1页
Science & Technology Vision
关键词
一元函数
可微
连续
Univariate function
Differentiable
Continuation