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Collisions 2

Collisions 2. Car A has a mass of 1500 kg and is traveling at a velocity of 20 m/s East. Car B has the same mass but is traveling at a velocity of 10 m/s West. Then they collide and stick together. Find their final velocity. Before: A(East (+)) B(West). After: A+B. v= -10m/s. v= 20m/s.

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Collisions 2

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  1. Collisions 2 Car A has a mass of 1500 kg and is traveling at a velocity of 20 m/s East. Car B has the same mass but is traveling at a velocity of 10 m/s West. Then they collide and stick together. Find their final velocity. Before: A(East (+))B(West) After: A+B v= -10m/s v= 20m/s v=? m= 1500kg m= 1500kg m= 3000kg P= -15,000kgm/s P= 30,000kgm/s P= 15,000kgm/s v= P/m Total P= 15,000kgm/s v=15,000kgm/s / 3000kg v= 5m/s East

  2. Collisions 3 A fly (0.005kg) is flying East @ 10 m/s. It collides head on with a 2,000kg Westbound car going 25m/s (speed limit). Of course they stick. Find the v. Before FlyCar After P= -49,999.95 kgm/s m= .005 kg m= 2,000 kg m= 2,000.005 kg v= 10 m/s v= -25 m/s v=? P= .05 kgm/s P= -50,000 kgm/s v= P/m Total P= 50,000.05 kgm/s? v= -24.9999 m/s No, Total P= -49,999.95 kgm/s Or v= 24.9999 m/s West Bet he doesn’t have the guts to do that again!!

  3. Explosions 1 A 4.3kg rifle fires a 94 gram bullet with a 1.167E-3 second 57,228.7 N force. Find v of the bullet and the gun. The total momentum before is zero. After GunBullet F= 57,228.7N F= -57,228.7N m= 4.3kg m= 94g v= ? v=? t= 1.167E-3 s t= 1.167E-3 Ft= m v v= Ft/m v= Ft/m =57,228.7N(1.167E-3s)/4.3kg =-57,228.7N(1.167E-3)/.094kg = -710m/s =15.5 m/s

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