为什么球的体积导数是面积？ 知乎 Sketch Coloring Page

为什么球的体积导数是面积？ 知乎 Template

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sketch #1168

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sketch #1168

sketch #4939 Zelda by Jeanie Wagenknecht

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sketch #4939 Zelda by Jeanie Wagenknecht

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sketch #4386 Freddie Mercury by Павел Павлов

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sketch #4386 Freddie Mercury by Павел Павлов

sketch #5267

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sketch #5267

sketch #2904 Pinky and the Brain by Tim Poole

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sketch #2904 Pinky and the Brain by Tim Poole

sketch #4522 Adventure Time by KiNg Buamir

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sketch #4522 Adventure Time by KiNg Buamir

sketch #5013 Pursuing Dreams by Mário JBudo

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sketch #5013 Pursuing Dreams by Mário JBudo

sketch #5326

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sketch #4698

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sketch #4298

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sketch #1855 MAGIC DANCE

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sketch #1855 MAGIC DANCE

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sketch #4190

sketch #5074

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sketch #2150 batman

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sketch #2150 batman

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sketch #5256

sketch #1449 donara

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sketch #1449 donara

sketch #921 comics ufo

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sketch #921 comics ufo

sketch #3032 Batman by Aaron Bahary

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sketch #3032 Batman by Aaron Bahary

sketch #3538

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sketch #3538

sketch #1490 James Joyce....

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sketch #1490 James Joyce....

sketch #3398 Sharingan by حيرتني بصمتها

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sketch #3398 Sharingan by حيرتني بصمتها

sketch #4558

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sketch #4558

sketch #3489 Panda by Scott Terry

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sketch #3489 Panda by Scott Terry

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sketch #5123

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sketch #5307

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sketch #334 DON 'T!

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sketch #334 DON 'T!

sketch #4736 Naruto by Wellen Lima

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sketch #4736 Naruto by Wellen Lima

sketch #4945

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sketch #4945

tomski为什么球的体积导数是面积？ 知乎 coloring

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为什么球的体积导数是面积？ 知乎 sketch template

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为什么圆的面积πr²的导数2πr正好是圆的�长，球的体积4/3πr³的导数4πr²正好是球的表面积？ 知乎 sketch template

微积分思想起点阿基米德和球的体积 知乎 sketch template

如果球的半径为r则球的表面积球的体积．如果一个圆柱的底面直径和高相等�们将这样的圆柱叫做等边圆柱．如下图所示在图二的等边圆柱中有 sketch template

无限维球体体积趋于0 知乎 sketch template

球冠表面积公式百度百� sketch template

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已知球的直径为10cm求它的内接圆锥体积的最大值并求出此时圆锥的底面半径和高．题目和参考答案——青夏教育精英家教�—— sketch template

解与球有关的截面问题通常要作出轴截面即通过大圆的截面．例3 一平面截一球得到直径是6cm的圆面球心到这个平面的距离是4cm则该球的 sketch template

132 球的体积和表面积 Word文档免费下载亿佰文档� sketch template

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已知半径为3的球内有一个内接正方体即正方体的顶点都在球面上．1求此球的体积2求此球的内接正方体的体积3求此球的表面积与其内 sketch template

832 圆柱、圆锥、圆台、球的表面积和体积 湛江贵哥讲数学博客园 sketch template

正四棱锥P ABCD的底面ABCD在球O的大圆面上顶点P在球面上已知球的体积为则正四棱锥P ABCD的体积的最大值为 ——青夏教育精英 sketch template

5．平面截球所得到的截面是圆圆心与球心的连线垂直于截面截面圆的半径圆心与球心的连线段球的半径所构成的直角三角形是解决球的截面问题的 sketch template

$已知圆柱的高为1它的两个底面的圆�在直径为2的同一个球的球面上则该圆柱的体积为 A．πB．$frac{3π}{4}$C．$frac sketch template$

球面积分 知乎 sketch template

已知AB是球O的球面上两点∠AOB=90°C为该球面上的动点若三棱锥O ABC体积的最大值为36则球O的体积为 A．72πB sketch template

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15．球外切圆台的上下底半径分别为1和3则球的体积是 二面角内有一点它到两个面的距离相等并且等于它到棱的距离的一半这个二面角的 sketch template

球面积分 知乎 sketch template

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