From a circular disk of radius (R=50 cm), a square is cut with one of its radii as the diagonal of the square (as shown in figure). The distance of the center of mass of the remaining part from the geometrical center of the disc is

From a circular disk of radius (R=50 cm), a square is cut with one of

1.	From a circular disk of radius (R=50 cm), a square is cut with one of its radii as the diagonal of the square (as shown in figure). The distance of the center of mass of the remaining part from the geometrical center of the disc is
Answer» From a circular disk of radius ( $R = 50 cm$ ), a square is cut with one of its radii as the diagonal of the square (as shown in figure). The distance of the center of mass of the remaining part from the geometrical center of the disc is

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From a circular disk of radius (R=50 cm), a square is cut with one of its radii as the diagonal of the square (as shown in figure). The distance of the center of mass of the remaining part from the geometrical center of the disc is

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