A particle of mass m and initial velocity vo collides elastically with a particle of unknown mass M coming from the opposite direction as shown in the left-hand sketch below. After the collision, m has velocity vo/2 at right angles to the incident direction, and M moves off in the direction shown in the sketch. Find the ratio M/m. Vo Hints: The upper sketch is before the collision, and the lower sketch is after the collision. Both momentum P and M mechanical energy (kinetic energy K) are conserved in the elastic collision. カ

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Chapter9: Linear Momentum And Collisions
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A particle of mass m and initial velocity vo collides elastically with a particle of unknown mass M coming from
the opposite direction as shown in the left-hand sketch below. After the collision, m has velocity vo/2 at right
angles to the incident direction, and M moves off in the direction shown in the sketch.
Find the ratio M/m.
Hints: The upper sketch is before the collision, and the
レ
lower sketch is after the collision. Both momentum P and
M
mechanical energy (kinetic energy K) are conserved in the
elastic collision.
Transcribed Image Text:A particle of mass m and initial velocity vo collides elastically with a particle of unknown mass M coming from the opposite direction as shown in the left-hand sketch below. After the collision, m has velocity vo/2 at right angles to the incident direction, and M moves off in the direction shown in the sketch. Find the ratio M/m. Hints: The upper sketch is before the collision, and the レ lower sketch is after the collision. Both momentum P and M mechanical energy (kinetic energy K) are conserved in the elastic collision.
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