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Find the speed of a particle whose total energy is 50% greater than its rest energy.
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\(E^2=p^2c^2+m^2c^4\)
\[E _{total}=\gamma mc^2\] \[E _{rest}=mc^2\] \[3/2E _{total}=E _{rest}\] \[3/2 \gamma mc^2 = mc^2\]\[3/2 \gamma = 1\] Solve for V
Much better solution given by azolotor than me. Just line misprinted: \(E _{total}=3/2 \, E _{rest}\) \(\gamma = 3/2\)
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