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本节讨论无穷小的比较,包括无穷小的阶、等价无穷小代换及其应用。定义了无穷小的高阶、低阶和同阶关系,并通过例子说明了如何使用等价无穷小进行极限计算。最后,提供了一些常用的等价无穷小及其近似表达式。Full descriptionUploaded bythikgzAI-enhanced description
DownloadSaveSave 1.7 无穷小的比较 For LaterShare0%0% found this document useful, undefined0%, undefinedPrintEmbedAsk AIReport0 ratings0% found this document useful (0 votes)39 views12 pages1.7 无穷小的比较本节讨论无穷小的比较,包括无穷小的阶、等价无穷小代换及其应用。定义了无穷小的高阶、低阶和同阶关系,并通过例子说明了如何使用等价无穷小进行极限计算。最后,提供了一些常用的等价无穷小及其近似表达式。
Read moreDownload0 ratings0% found this document useful (0 votes)39 views12 pages1.7 无穷小的比较
本节讨论无穷小的比较,包括无穷小的阶、等价无穷小代换及其应用。定义了无穷小的高阶、低阶和同阶关系,并通过例子说明了如何使用等价无穷小进行极限计算。最后,提供了一些常用的等价无穷小及其近似表达式。Full descriptionUploaded bythikgzAI-enhanced description
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