Asked • 06/22/23

Special Relativity Question

Given 2 events, A and B, given in space-time coordinates ( ct, x ) as the following:

A: ( ct, x ) = ( 2, 3 )

B: ( ct, x ) = ( 3, 5 )


a) Find the fraction of the speed of light, β, that will cause the events A and B to appear simultaneous to a moving observer moving at that speed β.


b) Did the moving observer share the same ( ct, x ) = ( 0, 0 ) origin point as the "rest frame" (the problem then referred to "RF" as the "rest frame" from then on) observer? If not, where were they located in space, relative to the "RF" observer?


c) After what spatial location and corresponding β can a moving observer see event B happen before event A? Please explain your reasoning if this set-up is possible or not.


I will link the accompanying figure in my comments section. Thank you for any and all help!

Luke J.

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06/22/23

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