You move from S(x,y,z) to S'(x',y',z') by uniform linear motion (v) on x.
This is called Galilean transformation.
c is the speed of light.
This is S'.
You see that the speed of light should be stable, so S' is the same.
You know Galilean transformation.
∴
Then you see S.
∴
A=E
∴
You know
Lorentz factor.
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