Questions
From the circular disc of radius 4R two small disc of radius R are cut off. The centre of mass of the new structure will be:
detailed solution
Correct option is C
If mass of removed disc is m then mass of big disc will be 16 m.xcm = 16m(0)-m(0)-m(3R)16m-m-m = -314RBecause of symmetry we can say ycm will also have same magnitudeycm = -314Rr→cm = -314R(i^+j^)Talk to our academic expert!
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Find the position of centre of mass of a uniform disc of radius R from which a hole of radius r is cut out. The centre of the hole is at a distance from the centre of the disc.
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