Two masses of 0.25 kg each moves toward each other with speed 3m/s and 1m/s collide and stick together. Find the final velocity.
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Answered by
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Momentum of 1st mass before Collison
0.25 × 3
= 0.75 kg-m/s
Momentum of second object before Collison
0.25 × 1 kg-m/s
Total momentum = 0.75 + 0.25 = 1 kg -m/s
After Collison they stick together, so their mass become
0.25 + 0.25 = 0.5
We know that,
Momentum before Collison = Momentum after Collison
Momentum before Collison = 1kg-m/s
=> Momentum after Collison = 1 kg m/s
After Collison mass = 0.5kg
let Velocity = v
Hence after Collison,
Momentum = 1
=> mass × velocity = 1
=> 0.5 × v = 1
=> v = 1/0.5
=> v = 2m/s
Hence velocity after Collison = 2m/s
Hope it helps dear friend ☺️✌️✌️
0.25 × 3
= 0.75 kg-m/s
Momentum of second object before Collison
0.25 × 1 kg-m/s
Total momentum = 0.75 + 0.25 = 1 kg -m/s
After Collison they stick together, so their mass become
0.25 + 0.25 = 0.5
We know that,
Momentum before Collison = Momentum after Collison
Momentum before Collison = 1kg-m/s
=> Momentum after Collison = 1 kg m/s
After Collison mass = 0.5kg
let Velocity = v
Hence after Collison,
Momentum = 1
=> mass × velocity = 1
=> 0.5 × v = 1
=> v = 1/0.5
=> v = 2m/s
Hence velocity after Collison = 2m/s
Hope it helps dear friend ☺️✌️✌️
Anonymous:
as usual ...Gr8 ☺
Answered by
4
Momentum of 1st mass before Collison
0.25 × 3
= 0.75 kg-m/s
Momentum of second object before Collison
0.25 × 1 kg-m/s
Total momentum = 0.75 + 0.25 = 1 kg -m/s
After Collison they stick together, so their mass become
0.25 + 0.25 = 0.5
We know that,
Momentum before Collison = Momentum after Collison
Momentum before Collison = 1kg-m/s
Momentum after Collison = 1 kg m/s
After Collison mass = 0.5kg
let Velocity = v
Hence after Collison,
Momentum = 1
mass × velocity = 1
0.5 × v = 1
v = 1/0.5
v = 2m/s
Hence velocity after Collison = 2m/s
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