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Explanation:
moment of inertia for rectangle = bd³/12
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Answer:
Given,
Mass of square is m
Mass of each triangle is, mt=2m
Height of triangle = asin45^o
Moment of inertia of one triangle, I=6mth^2=61×(2m)(asin45^o)2=24ma^2
Total inertia, total=2I=2×24ma^2=12ma^2
Hence, moment of inertia is 12ma^2
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