摘要
本文就柯西中值定理中值θ的渐近性进行研究,在条件f( x) 、F( x)∈c1[a、b],F'(x)≠0,(?)≠0下,获得limθ=1/2的有意义的结论。
In this essay,the asymptotis nature of the mean value in the Cauchy Mean Value Theorem is studied and a significant conclusion,i. e. , limθ = 1/2 , has beenreached under the condition of f(x) ,F(x) ∈C^1〔a,b〕,F' (x)≠0
出处
《攀枝花学院学报》
1994年第1期1-4,共4页
Journal of Panzhihua University
关键词
泰勒中值定理
柯西中值定理
渐近性
Taylor's Mean Value Theorem
Cauchy Mean Value Theorem
asymptotic nature
