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23 Nov 2019
In order to show the isotropy and homogeneity of space-time and equivalence of different inertial frames , How do you transform the space time coordinates (x,y,z,t) in inertial frame K to (x',y',z',t') in inertial frame K' if K' moves in the positive x direction with speed v as seen from K . Use f,g, and h as functions of (v)x(v).
In order to show the isotropy and homogeneity of space-time and equivalence of different inertial frames , How do you transform the space time coordinates (x,y,z,t) in inertial frame K to (x',y',z',t') in inertial frame K' if K' moves in the positive x direction with speed v as seen from K . Use f,g, and h as functions of (v)x(v).
