what is the radius of gyration of a thin uniform road of mass M and length L passing through the center and perpendicular to the length
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Answer:
√ L/12 = K where K is radius of gyration
Explanation:
I = MK²
moment of inertia of rod about the center and perpendicular of axis is
I = ML²/12
I = MK²
ML²/12 = MK²
√L/12 = K
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