Originally Posted by
Forogil
Here are a few problems to solve:
Two trains traveling towards each other start from town A and B - that are 180 miles apart at exactly noon January 1st 2020, one is doing 40mph, the other 20mph. When and where will they collide?
At the same time two photons leave town A and B - the towns are 1 light-milli-second apart and the photons travel at about light-speed, when and where will those photons "meet"?
The same for two hyper-trains doing 0.6c and 0.4c.
They show that the "relative velocity" can be used to solve a class of problems - and isn't just randomly adding numbers together.
There are some issues with the relativistic case - but they are not directly related to the question itself. However, it isn't that useful, fairly trivial, and can cause confusion, so no-one focuses on it.