um, i'm not sure what you are asking, but i'll try to explain some stuff and then ask specific questions and id be happy to help.
In one of einstein's famous thought experiments, he proposed that if there was a passanger on a train travelling at c, would he see his reflection in a mirror held in front of him?
there are 2 possible answers, one of which is correct:
-yes. In order for this to occur, light from his face would have to travel at some speed > 0 relative to the person on the train (who is travelling at c relative to someone on a train platform). So, to the person on the platform, the light would seem to be travelling at a speed > c.
-no, because since he is travelling at c, and light travels at c, the light from his face ccant reach the mirror and back again because he is travlling as fast as light.
Now, to put it simply, he conlcuded the answer was Yes. The reason is because of the 'Principle of Relativity'. This concept is often misunderstood as something einstein postulated, but he didn't - this principle dates back to galileo/Newton and even further back, and simply states all inertial motion is relative and cannot be detected withut reference to an external point. Thus, in an inertial frame of reference, you cannot perform any mechanical experiment or observation that would reveal to you whether you were moving with uniform velocity or standing still. [The principle also states that the laws of physics are the same in all inertial frames of reference]
If the answer was no, then the person in the train (einstein used himself as the person he imagined in the train, so Einstein) would know that he was travelling at c, and not standing still, which violates the prionciple of relativity, which einstein believed Must hold at all times (his Special Theory of Relativity contained 2 postulates, and a statement - this statement was that the principle of relativity always holds).
So, using this logic, the answer must be yes - now he concluded if this is indeed the answer, the light must be travelling at a speed greater than c, relative to the person on the platform - but this was impossible.
So, he concluded c is constant, regardless of the motionof teh observer, but this has serious implications (time dilation, relativistic amss increase, length contraction, relativity fo simultaneity)
any questions, i'd be happy to answer