(1) suppose a high energy photon is scattered by an electron initially at rest. Assume the photon is back scattered and the engergy of electron the rest mass energy of electron (a) calculate the wave length shift (b) show that the energy of the back scattered photon is half of the rest mass energy of electron (c) calculate the electrons recoil kinetic energy,if the energy of the incident photon is 150MeV (hint : 1eV=1.6×10^-19 jould: and 1MeV =10^6eV
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Find the velocity of an electron having the same momentum. What is the energy of the electron, and how does it compare with the energy of the photon? Finding the photon momentum is a straightforward application of its definition: p= h λ p = h λ.
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