Body 1 m₁ = 1 kg h₁ = 1 m Body 2 m2 = 4 kg h₂ = ? A body (1) of mass m₁ = 1kg is released from rest from a height of h₁ = 1m. It then travels down the frictionless ramp, and collides at position A with another body (2) of mass m2 = 4 kg. The coefficient of restitution e = 0.8. Find: a) the (vertical) height h₂ up the ramp that body 1 (the 1kg mass) rebounds to after the collision (insert below) b) the velocity vector of the 4 kg body after the collision (show on worksheet)

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Chapter1: Units, Trigonometry. And Vectors
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Body 1
m₁ = 1 kg
h₁ = 1 m
Body 2
m2 = 4 kg
h₂ = ?
A body (1) of mass m₁ = 1kg is released from rest from a height of h₁ = 1m. It then
travels down the frictionless ramp, and collides at position A with another body (2) of
mass m2 = 4 kg. The coefficient of restitution e = 0.8. Find:
a) the (vertical) height h₂ up the ramp that body 1 (the 1kg mass) rebounds to after
the collision (insert below)
b) the velocity vector of the 4 kg body after the collision (show on worksheet)
Transcribed Image Text:Body 1 m₁ = 1 kg h₁ = 1 m Body 2 m2 = 4 kg h₂ = ? A body (1) of mass m₁ = 1kg is released from rest from a height of h₁ = 1m. It then travels down the frictionless ramp, and collides at position A with another body (2) of mass m2 = 4 kg. The coefficient of restitution e = 0.8. Find: a) the (vertical) height h₂ up the ramp that body 1 (the 1kg mass) rebounds to after the collision (insert below) b) the velocity vector of the 4 kg body after the collision (show on worksheet)
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