A system of four particles moves along one dimension. The center of mass of the system is at rest, and the particles do not interact with any objects outside of the system. Find the velocity v4 of particle 4 at t = 2.83 s given the details for the motion of particles 1, 2, and 3. particle 1: m1 = 1.69 kg, vi (t) = (6.09 m/s) + (0.299 m/s²) x t particle 2: m2 = 3.05 kg, v2 (1) = (9.15 m/s) + (0.525 m/s²) xt particle 3: m3 = 4.37 kg, v3 (t) = (6.99 m/s) + (0.111 m/s²) xt particle 4: m4 = 5.27 kg V4 = m/s

Physics for Scientists and Engineers with Modern Physics
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Author:Raymond A. Serway, John W. Jewett
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Chapter9: Linear Momentum And Collisions
Section: Chapter Questions
Problem 53CP
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A system of four particles moves along one dimension. The center of mass of the system is at rest, and the particles do not
interact with any objects outside of the system. Find the velocity v4 of particle 4 at t = 2.83s given the details for the motion of
particles 1, 2, and 3.
particle 1:
m1 = 1.69 kg,
vi (t) = (6.09 m/s) + (0.299 m/s² ) × t
particle 2:
m2 = 3.05 kg,
v2 (t) = (9.15 m/s) + (0.525 m/s² ) × t
particle 3:
m3 = 4.37 kg,
V3 (t) = (6.99 m/s) + (0.111 m/s²) xt
particle 4:
m4 = 5.27 kg
U4 =
m/s
Transcribed Image Text:A system of four particles moves along one dimension. The center of mass of the system is at rest, and the particles do not interact with any objects outside of the system. Find the velocity v4 of particle 4 at t = 2.83s given the details for the motion of particles 1, 2, and 3. particle 1: m1 = 1.69 kg, vi (t) = (6.09 m/s) + (0.299 m/s² ) × t particle 2: m2 = 3.05 kg, v2 (t) = (9.15 m/s) + (0.525 m/s² ) × t particle 3: m3 = 4.37 kg, V3 (t) = (6.99 m/s) + (0.111 m/s²) xt particle 4: m4 = 5.27 kg U4 = m/s
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