There are many things that could possibly be true of a person walking up the steps of a downward-moving escalator at a constant speed. This person could potentially stay in exactly the same place.
the person is decreasing resultant velocity
the person is decreasing resultant velocity
Here are some things that are true:* The combined speed is also constant * To get the combined speed, you need to subtract one speed from the other (the speed of the escalator, and the speed of the person relative to the escalator) * Acceleration is zero
None of the items on that list is false. In fact, none is true either, since no list at all accompanies the question.
yes
Mechanical energy
the person is decreasing resultant velocity
Here are some things that are true:* The combined speed is also constant * To get the combined speed, you need to subtract one speed from the other (the speed of the escalator, and the speed of the person relative to the escalator) * Acceleration is zero
None of the items on that list is false. In fact, none is true either, since no list at all accompanies the question.
yes
Take a support .
the person is walking at a constant velocity
A person who is walking is a pedestrian.
It actually depends on how fast you choose move up or down but the normal walking speed for the average person is about 2 miles and an escalator moves 90-180 feet per minute and an average human walks about 196 feet per minute so it would only take a minute or so. Also you have to take into affect gravity which makes it harder to go upward which also makes you lift the mass of your body against gravity.
jlj;
The person running would get more wetter then the person walking as you will be catching more rain than walking because you are running into more rain than if you were walking through it, but it does depend on the distance you are running or walking
it means that the person you are walking with is not the right person for you.
every time they go crazy tell them to calm down a bit