The scattered photon has an energy of 120 keV and the scattered electron has a kinetic energy of 40 keV. Determine the following: a) the wavelength of the incident photon. b) the angle at which the photon is scattered. c) the angle at which the electron is scattered. 2. A massive particle moves at non-relativistic speeds. The kinetic energy of this particle is equal to the kinetic energy

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Chapter1: Units, Trigonometry. And Vectors
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1. Consider the Compton scattering event depicted below:
e
0
The scattered photon has an energy of 120 keV and the scattered electron has a kinetic energy of 40 keV. Determine the
following:
a) the wavelength of the incident photon.
b) the angle at which the photon is scattered.
c) the angle at which the electron is scattered.
2. A massive particle moves at non-relativistic speeds. The kinetic energy of this particle is equal to the kinetic energy
of a photon (a photon only has kinetic energy) with a wavelength of 200 nm. If the wavelength of the massive particle is
half the wavelength of the photon what is the mass of the particle?
Transcribed Image Text:1. Consider the Compton scattering event depicted below: e 0 The scattered photon has an energy of 120 keV and the scattered electron has a kinetic energy of 40 keV. Determine the following: a) the wavelength of the incident photon. b) the angle at which the photon is scattered. c) the angle at which the electron is scattered. 2. A massive particle moves at non-relativistic speeds. The kinetic energy of this particle is equal to the kinetic energy of a photon (a photon only has kinetic energy) with a wavelength of 200 nm. If the wavelength of the massive particle is half the wavelength of the photon what is the mass of the particle?
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