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Momentum Mass X Velocity
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The Principle of Conservation of Momentum
In collisions in a closed system momentum before impact equals momentum after impact. Mass 2000Kg Velocity ?m/s Momentum 60000Kgm/s Mass 1000Kg Velocity 60m/s Momentum 60000Kgm/s An elastic collision
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For collision in a closed system momentum is conserved
Mass 20Kg Velocity 10m/s Momentum 200Kgm/s Mass Kg Velocity ?m/s Momentum 200Kgm/s An inelastic collision
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Momentum The velocities of objects travelling in different directions are given different signs
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Some examples A car travelling at 100m/s and of mass 1600kg collides and remains attached to another car of mass 2400Kg that is parked. If they stay together after collision, what is the speed of the wreckage.
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Answer Momentum before = Momentum after (MV)1 +(MV)2 = (M1+M2)V
1600x x0 = ( )V = 4000V V = 40m/s
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Recoil A cannon ball weighs 10Kg and the cannon has a mass of 600 Kg. If the recoil velocity of the cannon is 0.5m/s, what is the speed of the cannon ball?
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Answer Momentum before = Momentum after (MV)1 +(MV)2 = (MV)1 - (MV)2
(10x0) + (600x0) = (10xV) – (600x0.5) 0 + 0 = 10v – 300 10V = 300 V = 30m/s
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Newtons cradle
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