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Introductory Physics Homework Help
Rotational inertia of square about axis perpendicular to its plane
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[QUOTE="ChiralSuperfields, post: 6855266, member: 731016"] Thank you for your reply [USER=334404]@haruspex[/USER]! I was trying to consider cases where ##\vec r ≠ R## for when the position vector is pointing somewhere along to the mass element on the sides not to the corners. When ##\vec r = R##, I can see that since it square then each side of the right triangle will have equal sides of length ##x##. I think the range of x for that case would be from ##0## at the midpoint to ##\frac {R}{\sqrt{2}}## at the centre of one side. Dose this special case hold for ##\vec r ≠ R##? Many thanks! [/QUOTE]
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Rotational inertia of square about axis perpendicular to its plane
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