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1、高等数学（上）复习thereshallbenodeformation.3,andprocessdescription:putlineprocess:familiarunderstanddrawingsrequirements,checkdrawingswhetherhasnotclearofplace,whetherhaslanenotunderstandofproblempreparedallofworkersapparatus,dopreparedwork,andinconstructionsitefindassociatebyRaveloflocation,andinkey
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3、heck21目录第一章极限与函数3第二章导数与微分8第三章微分中值定理与导数应用11第四章不定积分13第五章定积分17第六章定积分的应用19thereshallbenodeformation.3,andprocessdescription:putlineprocess:familiarunderstanddrawingsrequirements,checkdrawingswhetherhasnotclearofplace,whetherhaslanenotunderstandofproblempreparedallofworkersapparatus,dopreparedwork
4、,andinconstructionsitefindassociatebyRaveloflocation,andinkeylayerplayinghorizontal,andlookingforauxiliarylayerplayinghorizontal,andfindverticalboxputlinepositioningpointspositioningpointsreinforcementpulledhorizontalcheckhorizontaloferrorsadjustmenterrorsforlevelsegmentationreviewlevelsegmen
5、tationofaccuracyhangingverticallineFixedverticallineverticalcheck21高等数学（上）期末复习第一章极限与函数一、重点概念1.数列{Xn}有界是数列{Xn}收敛的必要条件。数列{Xn}收敛是数列{Xn}有界的充分条件。即：数列{Xn}收敛数列{Xn}有界（以上说明收敛的数列一定有界，有界的数列不一定收敛。另外，如果数列不仅有界，并且是单调的，那么这数列的极限必定存在。）2.ƒ(x)在x0的某一去心临域内有界是存在的必要条件。存在是ƒ(x)在x0的某一去心邻域内有界的充分条件。即：存在ƒ(x)在x0的某一去心临域内有界3
6、.ƒ(x)当时的右极限ƒ(x0+)及左极限ƒ(x0-)都存在且相等是存在的充分必要条件。4.有界函数与无穷小的乘积是无穷小。（※）如出现sin∞或者cos∞。做题时要配有说明。(注：y=arctanx为有界函数)thereshallbenodeformation.3,andprocessdescription:putlineprocess:familiarunderstanddrawingsrequirements,checkdrawingswhetherhasnotclearofplace,whetherhaslanenotunderstandofproblemprepared
7、allofworkersapparatus,dopreparedwork,andinconstructionsitefindassociatebyRaveloflocation,andinkeylayerplayinghorizontal,andlookingforauxiliarylayerplayinghorizontal,andfindverticalboxputlinepositioningpointspositioningpointsreinforcementpulle
