Assume m₁ = 1 kg. m₂ = 3 kg, and x₁ = 1 m, x2 = 5 m, where is the center of mass of these two objects?
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A: m1 = 1.76 kg r1 = (-1.41 , 0.619) m m2 = 5.63 kg r2 = (0.206 , -0.607) m m3 =3 kgrc.m= (-0.848 ,…
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A: m1 = 1.5 kg x1 = -2 m m2 = 2 kg x2 = 1.5m m3 = 3 kg x3 = 0m
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A: The masses of the objects are: m1=5 kgm2=12 kg The center of mass of the objects are: x1=2 mx2=6 m
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A: m1 = 1.34 kg r1 = (-1.54 , 0.660) m m2 = 2.30 kg r2 = (0.896 , -0.181) m m3 =3.87 kgrc.m= (-0.571 ,…
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A: FINAL ANSWER: X-component of the centre of mass is =0m Y-component of the centre of mass is…
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A: position of center of mass rcm = (m1 r1 +m2 r2 )/(m1 + m2 )
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