积分表127个公式的推导(改编打印版)

高等数学积 分 表公 式 推 导 授课：XXX目 录（一）含有的积分（19）·······················································1（二）含有的积分（1018）···················································5（三）含有的积分（1921）····················································9（四）含有的积分（2228）············································11（五）含有的积分（2930）········································14（六）含有的积分（3144）·········································15（七）含有的积分（4558）·········································24（八）含有的积分（5972）·········································37授课：XXX（九）含有的积分（7378）····································48（十）含有 或的积分（7982）···························51（十一）含有三角函数的积分（83112）···········································55（十二）含有反三角函数的积分（其中)（113121）·······················68（十三）含有指数函数的积分（122131）··········································73（十四）含有对数函数的积分（132136）··········································78（十五）含有双曲函数的积分（137141）··········································80（十六）定积分（142147）····························································81授课：XXX 附录：常数和基本初等函数导数公式·········································85 说明·····················································································86授课：XXX（一）含有的积分（19）授课：XXX授课：XXX授课：XXX授课：XXX（二）含有的积分（1018）授课：XXX授课：XXX授课：XXX授课：XXX（三）含有的积分（1921）授课：XXX授课：XXX（四）含有的积分（2228）授课：XXX授课：XXX授课：XXX（五）含有的积分（2930）授课：XXX（六）含有的积分（3144）授课：XXX授课：XXX授课：XXX授课：XXX 授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX（七）含有的积分（4558）授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX 授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX（八）含有的积分（5972）授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX 授课：XXX授课：XXX授课：XXX（九）含有的积分（7378）授课：XXX授课：XXX授课：XXX（十）含有 或的积分（7982）授课：XXX授课：XXX授课：XXX授课：XXX（十一）含有三角函数的积分（83112）授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX（十二）含有反三角函数的积分（其中)（113121）授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX（十三）含有指数函数的积分（122131）授课：XXX授课：XXX授课：XXX授课：XXX授课：XXX（十四）含有对数函数的积分（132136）授课：XXX授课：XXX（十五）含有双曲函数的积分（137141）授课：XXX（十六）定积分（142147）授课：XXX授课：XXX授课：XXX授课：XXX附录：常数和基本初等函数导数公式授课：XXX说 明1. 感谢南京信息工程大学方勉同学及原团队成员，感谢所有支持本讲义编辑的支持者；2. 本讲义为方便各位学友阅读，排版采用每一单面都是一个或几个完整证 明过程的原则；3. 由于本讲义编辑的比较匆忙，难免有些推导和输入错误，还望广大学友给予 批评和指正。反馈邮箱LOVE1193345021 2013年5月授课：XXX 大一 我们的 献给 （注：可编辑下载，若有不当之处，请指正，谢谢!） 授课：XXX