10．已知正四面体内接于半径为r的球用一平面去截此正四面体和球其截面如图则球心到截面的距离为 A． B． C． D．——青夏教育精英家教�—— Sketch Coloring Page

10．已知正四面体内接于半径为r的球用一平面去截此正四面体和球其截面如图则球心到截面的距离为 A． B． C． D．——青夏教育精英家教�—— Template

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sketch #3732 Michael Jackson by David Obando

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sketch #3732 Michael Jackson by David Obando

sketch #3950

anonymous

anonymous
sketch #3950

sketch #3429 Another try of Miku xD

Chelley
sketch #3429 Another try of Miku xD

sketch #895

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anonymous
sketch #895

sketch #334 DON 'T!

anonymous

anonymous
sketch #334 DON 'T!

sketch #5265 Shir Erika Ishikawa

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anonymous
sketch #5265 Shir Erika Ishikawa

sketch #4555 Mario by Alexander Volodimirovich Danilchenko

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anonymous
sketch #4555 Mario by Alexander Volodimirovich Danilchenko

sketch #2904 Pinky and the Brain by Tim Poole

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sketch #2904 Pinky and the Brain by Tim Poole

sketch #3300

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anonymous
sketch #3300

sketch #5152

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anonymous
sketch #5152

sketch #5073 Broken Heart by Islam Mourad

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anonymous
sketch #5073 Broken Heart by Islam Mourad

sketch #2672

Fabio Sala
sketch #2672

sketch #4549

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anonymous
sketch #4549

sketch #33 Flutter-bys

Rachel Roe
sketch #33 Flutter-bys

sketch #2337

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anonymous
sketch #2337

sketch #4384

Laura Agapi Asnicar
sketch #4384

sketch #2359 imazighen amazigh flag

Amazigh N Amurwakuc
sketch #2359 imazighen amazigh flag

sketch #1519

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anonymous
sketch #1519

sketch #4903 Naruto & Kurama by Fatér Szilvia

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sketch #4903 Naruto & Kurama by Fatér Szilvia

sketch #5008

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anonymous
sketch #5008

sketch #2206

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anonymous
sketch #2206

sketch #2627 Taz by sketchmaster

sketchmaster
sketch #2627 Taz by sketchmaster

sketch #5175

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anonymous
sketch #5175

sketch #4855

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anonymous
sketch #4855

sketch #4869 Madara by Jean-Benoit Renaud

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anonymous
sketch #4869 Madara by Jean-Benoit Renaud

sketch #3489 Panda by Scott Terry

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anonymous
sketch #3489 Panda by Scott Terry

sketch #5220

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anonymous
sketch #5220

sketch #2434 Metallica

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sketch #2434 Metallica

sketch #5314

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sketch #5314

sketch #5094 Squirrel by Mehdi Público

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sketch #5094 Squirrel by Mehdi Público

tomski10．已知正四面体内接于半径为r的球用一平面去截此正四面体和球其截面如图则球心到截面的距离为 a． b． coloring

10．已知正四面体内接于半径为R的球用一平面去截此正四面体和球其截面如图则球心到截面的距离为 A． B． C． D．——青夏教育精英家教�—— sketch template

正四面体ABCD内接于半径为R的球O（即四个顶点在球面上），其内切球半径为r，（1）证明R＝3r （2）用R表百度知道 sketch template

深入浅出数学系列立体几何（4）：球的切接问题（上）知乎 sketch template

3 正四面体的外接球 sketch template

求棱长为a的正四面体的外接球和内切球的半径 解析如图作AH⊥底面BCD于H则AH＝a设内切球的球心为O半径为rO点与ABC sketch template

四面体外接球半径公式杂谈知乎 sketch template

在底面半径为3高为6的圆锥内有一个内接正方体求内接正方体的棱长百度教育 sketch template

正四棱锥的顶点都在同一球面上若该棱锥的高为4底面边长为2则该球的表面积为A．B．C．D．题目和参考答案——青夏教育精英家教�—— sketch template

分子点群的归属（2）对称性高的点群化学空间 Chem Station sketch template

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

正三棱锥的高为1，底面边长为2√6，内有一个球与它的四个面都相切，求：三棱锥的表面积．内切球的半径．百度教育 sketch template

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

�假训练三棱锥内切球公式及海伦公式相互垂直面外切球公式 CSDN博客 sketch template

已知正三角形ABC的三个顶点都在半径为2的球面上，球心O到平面ABC的距离为1，E是线段AB的中点，过点E作球O的截面，则A三棱锥O sketch template

半球内有一内接正方体正方体的一个面在半球的底面圆内 若正方体的棱长为 则半球的体积为 作业帮 sketch template

已知四棱锥P ABCD的底面是边长为a的正方形所有侧棱长相等且等于a若其外接球的半径为R则aR等于．题目和参考答案——青夏教育精英家教�—— sketch template

�已知正三角形的边长为a，其内切圆的半径为r，外接圆的半径为R，r：a：R= ；�已知正方形的边长为a 百度知道 sketch template

正四面体边长2a，外接球半径和内切球半径分别是多�？百度教育 sketch template

正多边形的画法步骤图 数学英才学习� sketch template

15．一个半径为的球中有一个各棱长都相等的内接正三棱柱则 此三棱柱的棱长为 ．——青夏教育精英家教�—— sketch template

已知正四面体ABCD及其内切球O经过该四面体的棱AD及底面ABC上的高DH作截面交BC于点E则截面图形正确的是 B sketch template

已知正方形内最大的圆与以正方形边长为半径的扇形相交，求阴影部分面积。跪求答案，谢谢高手！百度知道 sketch template

10．将半径为4cm的半圆围成一个圆锥在圆锥内接一个圆柱当圆柱的侧面的面积最大时圆柱的底面半径是 Cm 第9题图 第10题图——青夏 sketch template

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

10．已知正四面体点为侧面内的一个动点且点与顶点的距离等于点到底面的距离那么动点的轨迹是某曲线的一部分则该曲线是椭圆抛物线第Ⅱ卷 sketch template

内接于半圆的正方形面积与内接于这个圆的正方形的面积之比为A．12 B．23 C．25 D．34——青夏教育精英家教�—— sketch template

16．如图棱长为3的正三棱柱内接于球O中则球O的表面积为 ——青夏教育精英家教�—— sketch template

如图正方形ABCD内接于半径为2的⊙O则图中阴影部分的面积为 A．π 1B．π 2C．π 1D．π 2 题目和参考答案——青夏教育精英 sketch template

如图正三棱锥ABCD内接于球O底面边长为3侧棱长为2则球O的表面积为 A64π3B32π3C16π3D8π3 题目和参考 sketch template

已知正四面体ABCD的棱长为1求1该四面体的内切球的表面积2与该四面体各条棱均相切的球的体积3该四面体的外接球上AB两点间 sketch template

12．轴截面是正方形的圆柱叫等边圆柱．已知等边圆柱的底面半径为r求全面积 13．如图圆锥形封闭容器高为h圆——青夏教育精英家教�—— sketch template

百度教育 sketch template

已知正四面体内接于球，球半径为，为的中点，过点作球 高途 sketch template

初中数学，掌握好四点共圆的性质可以使复杂的题目变得简单易解知乎 sketch template

如图，正六边形ABCDEF内接于圆O，圆O的半径为6，则这个正六边形的边心距OM和BC的长分别为（）A 3、π3B 323、πC 33 sketch template

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