Does distance vary directly with time or time squared?

physics question. HELPPPPP


it depends on what you are thinking about. there is not a general rule of thumb. mathematical equations represent real situations. As an example, if you are considering an accelerating object, its location will vary as a function of time in a different way than if you consider the velocity of the object. The position of a moving object experiencing no acceleration will vary directly with time, whereas the position of an object that experiences acceleration will vary as a function of time squared; that is, its position varies as a function of time, and its velocity varies as a function of time, so the position is ultimately a function of time times time (I did that on purpose, couldn't resist, sorry).


Directly with time, not t^2...

Basic equation relating displacement, speed & time is;

Speed = distance/time

So, distance = speed x time.

If speed here is kept constant, then the distance travelled will directly depend on the time.