1. The problem statement, all variables and given/known data Assume that the train shown in the figure below is 1.9 km long as measured by the observer at C' and is moving at 170 km/h. (The point C' is midway along this train.) What time interval between the arrival of the wave fronts at C' is measured by the observer at C in S? 2. Relevant equations c = 3x10^5 km/s 3. The attempt at a solution I have been staring at this problem for a few hours and nothing seems to be jumping out at me. I did not know if I was supposed to measure the train with a ruler to get the proper scale (7.2 cm = 1.9 km) and then measure the interval from A' to B' to calculate the actual length (~1.4 km), or to consider the length from A' to B' to be 1.9 km. The former seems like a lot more work than my teacher would expect, but the latter seems much more logical because in the problem statement it says "the length of the train is 1.9 km" and the interval A' to B' is obviously not the length of the entire train. I know just by thinking about it that the interval should be tiny, but I cannot think about how to calculate it. I think I am missing something glaringly obvious, but I just cannot see it. To me, it seems a choice for the upper bound, t2, would be 4.67x10^-6 s because one light flash starts at B' = B and by the time it reaches C', C' = A which implies (to me) that the beam of light has traveled the length of the interval (1.4 km). I could be wrong though. I still have no way of getting t1 though. Also, I do not know if it is proper to believe that C' is halfway in between A' and B' if A' -> B' = 1.4 km, because the front part of the train (to the right of A') is longer than the back side of the train (to the left of B') and C' is the center of the train. So that also greatly throws things off for me.. Thank you in advance for any answers.