where is the centre of a homogeneous body which has a regular geometrical shape
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Answer:
It follows from the definition. Given a volume V with mass M and density ρ(r) the position of the center of mass is:
rCM=1M∫Vρ(r)rdV
However if ρ(r)=ρ0=MV i.e. the system is homogeneous
rCM=1MMV∫VrdV=1V∫VrdV
which now is the definition of geometric center.
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don't know sorry high level question
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