A thin rod of length l and mass m is bent to form a semicircular ring. The moment of inertia of ring about the diameter is
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Answer:
m(l2/2π2)
Explanation:
l =πr
r=l/π
Symmetry moment of inertia = (2m) r2/2
Moment of inertia of half Ring = m (r2/2)
= m(l2/2π2)
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