- #1
boggledandnot
- 13
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Assume a light was emitted from the origins of two frames in relative motion.
Assume the light acquired some position (x,y,z,t) in an F frame. Then map that point using the lorentz transformations to (x',y',z',t') in a F' frame.
Can anyone prove under all conditions that the the light postulate in the F' frame agrees this lorentz transformations to (x',y',z',t') is the correct answer in its own frame?
Assume the light acquired some position (x,y,z,t) in an F frame. Then map that point using the lorentz transformations to (x',y',z',t') in a F' frame.
Can anyone prove under all conditions that the the light postulate in the F' frame agrees this lorentz transformations to (x',y',z',t') is the correct answer in its own frame?