Explain using an example how newton's third law relates to conservation of momentum in collisions.?

Answer 1

If object A collides with object B, then object B will apply a direct but opposite and equal force on A therefore momentum is conserved.

Answer 2

During collision according to Newton's third law if the masss structure are elastic then the energy at collision would be the sum of the two colliding masses. To every action there is a reaction. If the system is non conservative some of the energies of the colliding masses is lost to its surrounding than the law transformers into the 2nd law of thermodynamics which indicates that momentum in real life is not conserved.

Answer 3

short answer: Momentum = Mass * velocity = Impulse = tension * time merchandise a million collides with merchandise 2 ===> for the duration of the collision merchandise a million could word a tension to merchandise 2 and Viceversa (Newton's third regulation) Time is the same (The time of touch) tension is the same (Newton's third regulation) ===> F1 * t1 = F2 * t2 t1 = t2 = t F1 = F2 = F ====> Momentum is conserved ====> Impulse on the two products through fact momentum = Impulse could be the same.