A 0.50 kg ball traveling at 6.0 m/s collides head-on with a 1 kg ball moving in the opposite direction at a velocity of -12 m/s. The 0.50 kg ball moves away at -14 m/s after the collision. FInd the velocity of the second ball. PLEASE EXPLAIN!
in this case you can use the conservation of linear momentum. before \[m \times V1 +M \times V2=Pb\] after \[m \times V1' +M \times V2'=Pa\] by conservation of linear momentum Pb=Pa
i am so confused about everything. can u please start from the beginning and plug the numbers in the equation you wrote
The principle of conservation of momentum says that the momentum of the system must be the same before and after the collision. ok?
oh thanks! i get it
wait so does that mean that the second ball's velocity is 6 m/s too!?
no
what is it then?
\[m \times V1+M \times V2= m \times V1'+M \times V2'\]
m=0.5 kg M = 1kg V1=6.0 m/s V2= -12 m/s V1'= -14 m/s V2' unknown
is the answer -2?
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