摘要
以二项式定理、各类不等式、构造辅助数列、取对数等为基础,再根据单调有界定理给出证明数列{(1+1/n)~n}极限存在的六种方法。
On the basis of binomial theorem, various inequalities, constructing auxiliary sequence,taking logarithm and so on, and then according to monotone bounded theorem, six methods to prove the existence of limit of sequence {(1+1/n)~n} are given.
出处
《保山学院学报》
2017年第5期33-35,40,共4页
JOURNAL OF BAOSHAN UNIVERSITY
关键词
单调有界定理
二项式定理
不等式
辅助数列
monotone bounded theorem
binomial theorem
inequalities
auxiliary sequence