Hypothetical scenario:
In outer space. Let's say a "void". No stars can be seen, it's pitch black and no gravity.
There's a two lost spacemen in a space suit. They both have a "light beacon", so they can see each other. One is moving let's say half the speed of light, but in a constant velocity. One is "sitting still" motionless.
As they pass one another, theory of relativity states that they are on a "equal footing". The guy that's moving at half of speed of light can claim that he is sitting still, the guy that's motionless can say he's moving at half light speed.
How can that be?? One is obviously moving and other one is not. But from what I read, they are both on a "equal footing". Either/or can claim that he is stationary or moving.
Can anyone explain?
2007-02-08
06:44:05
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7 answers
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asked by
Anonymous