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 Coloring Page

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 Template

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tomski5．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 coloring

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

半径为的球内部有一定点，，过点作该球的截面，将该球 高途 sketch template

第十四章立体几何初步知乎 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

题目如图1在圆锥内放两个大小不同且不相切的球使得它们分别与圆锥的侧面底面相切用与两球都相切的平面截圆锥的侧面得到截口曲线是椭圆 sketch template

球的截面的性质用一个平面去截球截面是圆面球心和截面圆的距离d与球的半径R及截面圆半径r之间的关系是r＝提醒球与球面的区别球不仅包括 sketch template

用平行于圆锥底面的一个平面截圆锥把圆锥的体积分成相等的两部分那么截出的小圆锥与原来圆锥的高的比是 题目和参考答案——青夏教育精英家教�—— sketch template

22．如图四棱锥底面是正方形且四个顶点在球的同一个大圆球面被过球心的平面截得的圆叫做大圆上点在球面上且面且已知 1求球的体积 sketch template

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81 基本立体图形2 圆柱、圆锥、圆台、球 湛江贵哥讲数学博客园 sketch template

题目用平面截圆柱面当圆柱的轴与所成角为锐角时圆柱面的截面是一个椭圆�名数学家创立的双球实验证明了上述结论如图所示将两个大小相同的 sketch template

16．过正四面体外接球球心的平面截正四面体所得截面如图所示——青夏教育精英家教�—— sketch template

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81 基本立体图形2 圆柱、圆锥、圆台、球 湛江贵哥讲数学博客园 sketch template

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掌握這些知識點再也不怕立體截面圖形題了每日頭條 sketch template

把一个玻璃球分成ABCDE五块其截面如图所示其中能使平行光会聚的是 ．能使平行光�散的是 ．题目和参考答案 ——青夏教育精英家教�—— sketch template

把四个半径都是1的球中的三个放在桌面上使它两两外切然后在它们上面放上第四个球使它与前三个都相切求第四个球的最高点与桌面的距离．题目和 sketch template

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