COLLEGE PHYSICS
COLLEGE PHYSICS
2nd Edition
ISBN: 9781464196393
Author: Freedman
Publisher: MAC HIGHER
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Chapter 7, Problem 56QAP
To determine

(a)

An expression for the mass of the unknown particle, if a known particle of mass m and initial speed v0collides easily, head-on with a stationary unknown particle and then rebounds with speed v

To determine

(b)

If the known particle is proton and unknown particle is neutron what will be the recoil speed of the proton and final speed of the neutron

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A heavy particle of mass M, collides elastically with a light particle of mass m. The light particle is initially at rest. The initial velocity of the heavy particle is V in the positive x-direction (subscripts h for heavy and i for initial). The final velocity of the heavy particle is given by Var (subscript f for final). If the particular collision is such that the light particle goes off in the positive x-direction, a) What is the light particle's final velocity, Vr (subscript 1 for light). (answer in terms of Vi and V) b) What is the fraction of the energy of the heavy particle is lost in the collision (answer in terms of V and V)
a) A proton (p) of mass 1.43-u(unified atomic mass units) traveling with a speed 4.13 x 104 m/s of has an elastic head-on collision with a helium (He) nucleus (mHe = 4.00 u) initially at rest. What is the velocity of helium nucleus after the collision? (As mentioned in Chapter 1, 1 u = 1.66 x 10–27 kg but we won’t need this fact.) Assume the collision takes place in nearly empty space. b) A proton (p) of mass 2.48-u(unified atomic mass units) traveling with a speed 2.64 x 104 m/s of has an elastic head-on collision with a helium (He) nucleus (mHe = 4.00 u) initially at rest. What is the velocity of helium nucleus after the collision? (As mentioned in Chapter 1, 1 u = 1.66 x 10–27 kg but we won’t need this fact.) Assume the collision takes place in nearly empty space.
Two objects, A and B, have the same mass move in an opposite direction and collide with each other. A moves east a speed of v and B move west at a speed of 2v. If the collision is perfectly elastic, then what is the magnitude of the velocity of object A after the collision.

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