 So (An incomplete treatise on the volume of a sphere). by considering the volume of a ring1 generated by the revolution of a segment of a circle about a diameter parallel to the chord of the segment.  A History of Japanese Mathematics - Pàgina 122per David Eugene Smith, Yoshio Mikami - 1914 - 288 pàginesVisualització completa - Sobre aquest llibre
 | 1853 - 564 pàgines
...not be formed out of the material he mentions. It is evident that the surface of the barrel would be generated by the revolution of a segment of a circle about a line parallel to its chord, and therefore would not be developable. Supposing, however, that an approximate... | |
 | Perry Fairfax Nursey - 1853 - 516 pàgines
...not be formed out of the material he mentions. It is evident that the surface of the barrel would be generated by the revolution of a segment of a circle about a line parallel to its chord, and therefore would not be developable. Supposing, however, that an approximate... | |
 | David Eugene Smith, Yoshio Mikami - 1914 - 314 pàgines
...Sandaisu Kempii (Kenpu\ 1 The Kyisehi (Calculation of Areas and Volumes) and the XySketsu Hengyo S3 (An incomplete treatise on the volume of a sphere)....the cube of the chord and the moment of spherical volume.1 He finds this volume by taking from the sphere the central i He calls it an "arc-ring," koltan... | |
| |
