Show that moment of inertia of a uniform circular lamina about a tangent in its plane is 5/4 mr^2 where m is mass ad r is radius
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moment of inertia of disc at tangent=5/4mr²=I +mr² (by parallel axis theorem)
I=5/4mr²-mr²=1/4mr²
by perpendicular axis theorem
I+I=I°(perpendicular to plane)
1/4mr²+1/4mr²=mr²/2
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The previous answer was by theorem of perpendicular axis whereas my answer is by theorem of parallel axis
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