中文版 | English
Title

等价无穷小量、两类重要极限在计算中的灵活应用

Author
Publication Years
2021
Source Title
ISSN
ISSN1005-2623
Volume28Issue:12Pages:515-516
Abstract

等价无穷小量是无穷小量中非常重要的知识点之一,在求极限时,巧妙使用等价无穷小量代换,可起到化难为易、化繁为简的作用,对于后续数学学习具有深远的意义;两类重要极限为极限计算提供了简便的计算方法.在学习两类重要极限之前,解决一些特殊极限问题是非常困难的,需要大量复杂的数学运算.熟练掌握两类重要极限的简便计算方法,为后续数学学习奠定基础;更为重要的是,将等价无穷小量与两类重要极限相结合,通过举例讲解、技巧分析,在极限计算中灵活运用,从而将复杂的极限计算问题简单化.核心重在培养学生举一反三、融会贯通的学习能力、理论联系实践的能力等.

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Indexed By
Language
Chinese
SUSTech Authorship
Others
Data Source
WanFang
WanFangID
zwjl2021120718
Document TypeJournal Article
Identifierhttp://kc.sustech.edu.cn/handle/2SGJ60CL/401971
DepartmentDepartment of Mechanics and Aerospace Engineering
Affiliation
1.广东科技学院通识教育学院 广东 东莞 523668
2.南方科技大学力学与航空航天工程系 广东 深圳 518055
Recommended Citation
GB/T 7714
王积芳,陈曦. 等价无穷小量、两类重要极限在计算中的灵活应用[J]. 中外交流,2021,28(12):515-516.
APA
王积芳,&陈曦.(2021).等价无穷小量、两类重要极限在计算中的灵活应用.中外交流,28(12),515-516.
MLA
王积芳,et al."等价无穷小量、两类重要极限在计算中的灵活应用".中外交流 28.12(2021):515-516.
Files in This Item:
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等价无穷小-见刊-扫描版.pdf(1676KB) Restricted Access--
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