A thin rectangular plate of uniform density

\sigma

₁ = 1.67 kg/m² has a length a = 0.740 m and a width of b = 0.330 m.The lower left hand corner is placed at the origin,(x,y)= (0,0).A circular hole is cut in the plate of radius r = 0.064 m with center at (x,y)= (0.084 m,0.084 m)and replaced with a circular disk with the same radius composed of another material of the same thickness with uniform density

\sigma

2 = 5.94 kg/m².What is the distance of the resulting plate's center of mass from the origin? (in m) $A thin rectangular plate of uniform density \sigma 1 = 1.67 kg/m2 has a length a = 0.740 m and a width of b = 0.330 m.The lower left hand corner is placed at the origin,(x,y)= (0,0).A circular hole is cut in the plate of radius r = 0.064 m with center at (x,y)= (0.084 m,0.084 m)and replaced with a circular disk with the same radius composed of another material of the same thickness with uniform density \sigma 2 = 5.94 kg/m2.What is the distance of the resulting plate's center of mass from the origin? (in m) A)0.157 B)0.209 C)0.278 D)0.370 E)0.492$
A)0.157
B)0.209
C)0.278
D)0.370
E)0.492

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