find the centre of mass of uniform solid hemisphere of radius r
Answers
Answered by
1
➡️ Centre of Mass of the solid hemisphere, yc = 3R/8,
➡️ Here R is the radius of the hemisphere.
Answered by
1
the y-coordinate which represents the height of the elemental disc from the base. Centre of Mass of the solid hemisphere, yc = 3R/8, Here R is the radius of the hemisphere.
Explanation:
center of mass will be at r/2 from the center of the base circle. Since the given hemisphere can be made by carving out masses from the upper parts the center of mass of the remaining hemisphere will be less than r/2.
Similar questions