摘要
通过将数列{(1+1n)n}按二项式定理展开的方法,以及用到三个著名的不等式来分别证明该数列递增且有上界.
The paper proves the increase by degrees and,upper bound of sequence of num-ber by the means of expanding the sequence of number with binomial theorem and three well-known inequalities.
出处
《南方冶金学院学报》
2002年第1期69-71,78,共4页
Journal of Southern Institute of Metallurgy
关键词
数列
不等式
递增
上界
证明
极限
数学分析
sequence of number
inequality
increase by degrees
upper bound