题目内容
若一个底面边长为
,棱长为
的正六棱柱的所有顶点都在一个球的面上,则此球的体积为
- A.72
π - B.32
π - C.9
π - D.4
π
D
[{"type":"tigan","data":"若一个底面边长为\\frac{\\sqrt{6}}{2}<\/var>,棱长为\\sqrt{6}<\/var>的正六棱柱的所有顶点都在一个球的面上,则此球的体积为"},{"type":"danxuan","data":{"A":"72\\sqrt{2}<\/var>π","B":"32\\sqrt{3}<\/var>π","C":"9\\sqrt{2}<\/var>π","D":"4\\sqrt{3}<\/var>π"},"ans":"D","perline":2}]
[{"type":"tigan","data":"若一个底面边长为\\frac{\\sqrt{6}}{2}<\/var>,棱长为\\sqrt{6}<\/var>的正六棱柱的所有顶点都在一个球的面上,则此球的体积为"},{"type":"danxuan","data":{"A":"72\\sqrt{2}<\/var>π","B":"32\\sqrt{3}<\/var>π","C":"9\\sqrt{2}<\/var>π","D":"4\\sqrt{3}<\/var>π"},"ans":"D","perline":2}]
练习册系列答案
相关题目