- #1
geoduck
- 258
- 2
Why do we say that t'=t for Galilean transformation, when the low velocity limit of the Lorentz transformation is t'=t+vx/c2?
If x is really big, then doesn't time cease to be absolute, no matter how small v/c is?
If x is really big, then doesn't time cease to be absolute, no matter how small v/c is?