?(a) Show that \((p c)^{2} /\left(m c^{2}\right)^{2}=\gamma^{2}-1\). This means that at
Chapter 5, Problem 103(choose chapter or problem)
(a) Show that \((p c)^{2} /\left(m c^{2}\right)^{2}=\gamma^{2}-1\). This means that at large velocities \(p c>>m c^{2}\). (b) Is \(E \approx p c\) when \(\gamma=30.0\), as for the astronaut discussed in the twin paradox?
Text Transcription:
(pc)^2/(mc^2)^2 = gamma^2 - 1
pc>> mc^2
E approx pc
gamma = 30.0
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