An inertial frame S’ moves relative to another frame S with a velocity in
such a way that the x and x’ axes, y and y’ axes and z and z’ axes are always
parallel. Let the time t= t’=0 when the origin of the two frames are coincident. Find
the Lorentz transformation relating the coordinates and time of S’ to those in S.
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An inertial frame S’ moves relative to another frame S with a velocity in
such a way that the x and x’ axes, y and y’ axes and z and z’ axes are always
parallel. Let the time t= t’=0 when the origin of the two frames are coincident. Find
the Lorentz transformation relating the coordinates and time of S’ to t
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