1. The problem statement, all variables and given/known data Two students on the ground, separated 100m from each other, launch one rocket each vertically. The rocket explode at the same time for an observer, on the ground, that's midway between the rocket explosion. At the exact time the observer sees the rockets exploding a spaceship flies over his head, horizontally, at a speed of 0.7c. The ship length as seen by the observer is 15m. (c)How much time goes by, to a tripulant of the spaceship, for the ship to complete the 100m between the two students? (d)For a tripulant of the space ship is the explosion of the rockets simultaneous? What's the time interval? (time between the first rocket explosion and the second, as seen by the tripulant) 2. Relevant equations After solving the first two questions I've reached this data: Actual distance between the two students = 71.4m Spaceship length as measured by the tripulant = 21m As to question (c) I used the equation t=d/v to solve it. 3. The attempt at a solution (c) I think I've done her correctly. I've simply divided the length between the two students as seen by a tripulant in a ship by her speed: t=71.4/0.7c=3.4*10^-7 (d) I know the explosions are not simultaneous, however I have no idea how I'm supposed to measure the time interval between the two explosions... If anyone could give me some hint, or some equation that could help me i'd be grateful. I've readen the whole relativity chapter of Serway's Physics for Scientists looking for something to help me without any luck. Thanks, and a happy new year to everyone.