You must know the length of a R.R. car. Time the trains cars as they pass from a given point to the next. Now you divide time into that length to get feet per second. Do the math to get miles per hour.
The passengers reference point ! The passengers are moving at the same speed as the train.
The train.
The clock on train B would appear to be the same width and to run at the same rate
The slow moving train has a much higher mass than the high-speed bullet, but the bullet has a faster velocity than the slow moving train so their momentum is the same.
Assuming the train continues moving at constant speed, the ball would travel at the same speed as the thrower.
Yes if the train is moving forward, you are moving at the train speed + walking speed relative to the tracks.
Relative motion. To talk about a train moving at a certain speed usually means that the train is moving at a certain speed relative to a stationary observer (relative to the ground). This however also means that a passenger traveling in said train would experience the ground (and every other stationary object) as the moving object. This is why a stationary train may seem to be moving to passengers of an already moving train.
The passengers reference point ! The passengers are moving at the same speed as the train.
The train.
Yes. If an object is moving at a constant speed the average speed and the constant speed are the same.
A train 108 m long moving at a speed of 50 kmph crosses a train 112 m long coming from the opposite direction in 6 seconds. The speed of the second train is
The clock on train B would appear to be the same width and to run at the same rate
In this case, your train is moving faster than the other train. Say you were to take a radar gun on the train, and measure the speed of the other train from your seat. It would read a much lower speed than if you were standing beside the tracks as the trains pass. While both trains are moving, the other train is moving slower relative to you. Thus, it will seem that the train is moving backward, assuming that you take the speed from your seat.
The slow moving train has a much higher mass than the high-speed bullet, but the bullet has a faster velocity than the slow moving train so their momentum is the same.
Speed X journey time. (Time actually moving).
Assuming the train continues moving at constant speed, the ball would travel at the same speed as the thrower.
100 kph