Two particles of equal mass collide. Before the collision, particle A has initial velocity va, while particle B is at rest. After the collision, the angle of deflection of particle A is 0,=30°. Assume, at first (in parts a and b), that the collision if elastic. (a) Find the angle of deflection of particle B. (b) Assume that the velocity of particle A before the collision is VA = 100 m/s and that the kinetic energy of particle B after the collision is Kg' = 20 J. Find the particles' mass. (c) If, instead, the collision is fully inelastic, what is the angle of deflection and the velocity of the combined A+B particle after the collision?
Two particles of equal mass collide. Before the collision, particle A has initial velocity va, while particle B is at rest. After the collision, the angle of deflection of particle A is 0,=30°. Assume, at first (in parts a and b), that the collision if elastic. (a) Find the angle of deflection of particle B. (b) Assume that the velocity of particle A before the collision is VA = 100 m/s and that the kinetic energy of particle B after the collision is Kg' = 20 J. Find the particles' mass. (c) If, instead, the collision is fully inelastic, what is the angle of deflection and the velocity of the combined A+B particle after the collision?
Classical Dynamics of Particles and Systems
5th Edition
ISBN:9780534408961
Author:Stephen T. Thornton, Jerry B. Marion
Publisher:Stephen T. Thornton, Jerry B. Marion
Chapter9: Dynamics Of A System Of Particles
Section: Chapter Questions
Problem 9.35P
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