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对数函数的泰勒级数

2009-08-17 21:36:28| 分类：高等数学图形动画 | 标签： |举报 |字号大中小订阅

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对数函数 y=ln(1+x) 的麦克劳林级数为：

以下动画演示了泰勒多项式在区间（-1,1)内逼近函数的过程：

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              blogAbstract:'<P\>对数函数 y=ln(1+x) 的麦克劳林级数为：<BR\><A href=\"http://img.bimg.126.net/photo/WgYzmeEKoBIPrNt3SHa_mg==/4278419646002757723.jpg\" target=_blank\><IMG title=\"对数函数的泰勒级数 - Calculus - 高等数学\" alt=\"对数函数的泰勒级数 - Calculus - 高等数学\" src=\"http://img.bimg.126.net/photo/WgYzmeEKoBIPrNt3SHa_mg==/4278419646002757723.jpg\"\></A\></P\>\r\n<P\><A href=\"http://img.bimg.126.net/photo/j0g0oa4p30JQ0bbsfN_ZPw==/4278419646002757724.jpg\" target=_blank\><IMG title=\"对数函数的泰勒级数 - Calculus - 高等数学\" alt=\"对数函数的泰勒级数 - Calculus - 高等数学\" src=\"http://img.bimg.126.net/photo/j0g0oa4p30JQ0bbsfN_ZPw==/4278419646002757724.jpg\"\></A\></P\>\r\n<P\> </P\>\r\n<P\>以下动画演示了泰勒多项式在区间（-1,1)内逼近函数的过程：</P\>\r\n<P\><A href=\"http://img.bimg.126.net/photo/hfWM-rA6ZZWw84r0IcPG9g==/2596606660156379866.jpg\" target=_blank\></A\></P\>',
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