Four point masses lie along a straight track: at

PHYSICS · Single correct · CBSE · Physics · System of Particles and Rotational Motion · System of Particles and Rotational Motion

Problem

Four point masses lie along a straight track: 1 kg1\,\text{kg} at x=−0.40 mx=-0.40\,\text{m}, 2 kg2\,\text{kg} at x=0x=0, 3 kg3\,\text{kg} at x=+0.60 mx=+0.60\,\text{m}, and 4 kg4\,\text{kg} at x=+1.0 mx=+1.0\,\text{m}. The 4 kg4\,\text{kg} mass is instantaneously removed from the system. What is the new x-coordinate of the center of mass of the remaining masses? (a) +0.38 m+0.38\,\text{m} (b) +0.54 m+0.54\,\text{m} (c) +0.23 m+0.23\,\text{m} (d) +0.14 m+0.14\,\text{m}

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