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Problem 9.29

9.29 a).
We know that
$\Delta E = (\gamma_{1} - \gamma_{2}) m c^{2}$
For an electron,
me c2 = .511 MeV
Solving for the change in energy, we have
$\Delta E = (\sqrt{\frac{1}{1 - .81}} - \sqrt{\frac{1}{1 - .25}}) 
(.511 MeV)$
$\Delta E = .582 MeV$


b)
Similarly, we have
$\Delta E = (\gamma_{1} - \gamma_{2}) m c^{2}$
$\Delta E = (\sqrt{\frac{1}{1 - (.99)^{2}}} - \sqrt{\frac{1}{1 - .81}}) 
(.511 MeV)$
$\Delta E = 2.45 MeV$






Jason George Zeibel
4/27/1998