求几何体的体积:直圆柱面 [tex=4.357x1.429]iFnrdzzRWZO6XaAJsfjCCLQOEcN9yLwWkddUcVBJH48=[/tex] 和 [tex=4.357x1.357]2VkAdeyagDEPbQa/gDdogGBIQGNaaipLXisKgiRtqnU=[/tex] 所围的几何体
举一反三
- 求几何体的体积:球面 [tex=6.071x1.429]JfMnpkdfUBckNje06oWbkxcbwwnjZtQ7arKZ8nwuXJc=[/tex] 和直圆柱面 [tex=4.571x1.429]lm8OILLOFyZ37ALtaFSTDIPz6fRFXxhVCB6Zwd7l0X0=[/tex] 所围的几何体.
- 求立体体积：旋转抛物面[tex=4.357x1.429]+kP16tHgi/Bk7T2kyQrqdQ==[/tex],平面 [tex=1.786x1.0]OK0mYXKV9THVWMjDsQSyrQ==[/tex]与柱面[tex=5.0x1.429]Q/2E4HyTTUySYLOma8OZtw==[/tex]所围
- 求立体体积：旋转抛物面[tex=4.357x1.429]+kP16tHgi/Bk7T2kyQrqdQ==[/tex],柱面[tex=2.286x1.429]uhgOg8UGt89GFMkyJwpgXA==[/tex]及平面[tex=1.786x1.214]gGdLfojHBJ8/4hH5wXVhtA==[/tex]和[tex=1.786x1.0]OK0mYXKV9THVWMjDsQSyrQ==[/tex]所围 .
- 求[tex=9.071x1.429]iFnrdzzRWZO6XaAJsfjCCEGeo2FBQmgbHZmTWH2PZHbGY7TGgCuVFEfux0OvmF6g[/tex]两柱面所围立.体的体积(见图[img=379x403]1795a8c950b0b1b.png[/img]
- 设[tex=8.357x1.429]KctLg04f2sRp03evrCaCdK/MX0ap4TNsKFYoQtKQ43Q=[/tex]，求直线[tex=4.143x1.0]a5zRmdWuf2HLo5DJFBCx3A==[/tex]及[tex=4.357x1.429]iFnrdzzRWZO6XaAJsfjCCLQOEcN9yLwWkddUcVBJH48=[/tex]的像.