摘要
由一个定理的结论,给出Lagrange中值定理,Cauchy中值定理,积分中值定理和Taylor中值定理的统一证明及一个计算待定型极限的方法.
In this article, from one conclusion of one theorem, uniform proof for theorem of mean of Lagrange, Cauchy, integral and Taylor is given. Meanwhile one method of calculation for undefined limit is given too.
出处
《大学数学》
2004年第6期123-126,共4页
College Mathematics
