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下载可编?/p>
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极限思想及其在数学中的应?/p>
?/p>
?/p>
?/p>
高等数学中极限教学作为重要内?/p>
?/p>
是高等数学计算分析的基础
?/p>
也是高等数学问题分析的难?/p>
?/p>
?/p>
限的基本思考都是围绕高等数学计算分析开展的
?/p>
高等数学中微积分
?/p>
级数等基础概念和思想都是基于极限思想?/p>
出的
?/p>
以极限作为工具去解决和处理数学问题是一种极其重要的方法
?/p>
许多学生在学习数列极限时感觉很困?/p>
?/p>
?/p>
因在于数列极限概念很抽象
?/p>
而且计算也有一定的难度
?/p>
本文首先阐述极限的定?/p>
?/p>
接着从数列极限和函数极限?/p>
方面分析极限的求解方?/p>
?/p>
最后指出极限的应用状况
?/p>
通过这些应用使我们对极限有一个更系统立体的了?/p>
?/p>
关键?/p>
?/p>
极限
?/p>
求解方法
?/p>
应用状况
Limit thought and its application in
mathematics
Abstract
?/p>
Limits in higher mathematics teaching as an important content, is the foundation of higher
mathematics calculation and analysis, is also a difficult problem in higher mathematics problem analysis, limit
the basic thinking about higher mathematics calculation and analysis, calculus of higher mathematics, series,
and other basic concepts and ideas are put forward based on the limit state, in order to limit as a tool to solve
and deal with the mathematics problem is a very important method. Many students find it difficult to learn the
limit
of
the
sequence
because
the
concept
of
the
limit
is
abstract
and
computationally
difficult.
Firstly,
the
definition of limit is described. Then the solution method of limit is analyzed from the limit of sequence and
the limit of function. Finally, the application of the limit is pointed out. Through these applications, we have a
more systematic understanding of the limit.
Key words:
limit; Solution method; Application status