4) A nonrelativistic proton of massm hits another stationary proton elastically so that both momentum and kinetic energy are conserved. a) Write kinetic energy conservation and momentum conservation using vector notation for the velocities. b) Use the concept of scalar product to find the angle between the directions of motion of the two protons after the collision.
4) A nonrelativistic proton of massm hits another stationary proton elastically so that both momentum and kinetic energy are conserved. a) Write kinetic energy conservation and momentum conservation using vector notation for the velocities. b) Use the concept of scalar product to find the angle between the directions of motion of the two protons after the collision.
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Transcribed Image Text:4) A nonrelativistic proton of mass m hits another stationary proton elastically so that both
momentum and kinetic energy are conserved.
a) Write kinetic energy conservation and momentum conservation using vector notation for the
velocities.
b) Use the concept of scalar product to find the angle between the directions of motion of the two
protons after the collision.
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