In the figure, two particles are launched from the origin of the coordinate system at time t = 0. Particle 1 of mass m₁ = 6.20 g is shot directly along the x axis (on a frictionless floor), where it moves with a constant speed of 12.9 m/s. Particle 2 of mass m₂ = 2.80 g is shot with a velocity of magnitude 24.2 m/s, at an upward angle such that it always stays directly above particle 1 during its flight. (a) What is the maximum height Hmax reached by the com of the two-particle system? In unit-vector notation, what are the (b) velocity and (c) acceleration of the com when the com reaches Hmax?

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In the figure, two particles are launched from the origin of the coordinate system at time t = 0. Particle 1 of mass m₁ = 6.20 g is shot
directly along the x axis (on a frictionless floor), where it moves with a constant speed of 12.9 m/s. Particle 2 of mass m₂ = 2.80 g is shot
with a velocity of magnitude 24.2 m/s, at an upward angle such that it always stays directly above particle 1 during its flight. (a) What is
the maximum height Hmax reached by the com of the two-particle system? In unit-vector notation, what are the (b) velocity and (c)
acceleration of the com when the com reaches Hmax?
x
Transcribed Image Text:In the figure, two particles are launched from the origin of the coordinate system at time t = 0. Particle 1 of mass m₁ = 6.20 g is shot directly along the x axis (on a frictionless floor), where it moves with a constant speed of 12.9 m/s. Particle 2 of mass m₂ = 2.80 g is shot with a velocity of magnitude 24.2 m/s, at an upward angle such that it always stays directly above particle 1 during its flight. (a) What is the maximum height Hmax reached by the com of the two-particle system? In unit-vector notation, what are the (b) velocity and (c) acceleration of the com when the com reaches Hmax? x
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