Agree with whomever said options but it should be noted that the higher derivatives “lurk” in the lower ones in real life.
Example: a simple change in position means that the object had to move or experience two changes in velocity (starting and stopping). And to change its velocity it had to accelerate, and in order to do that it had to change its acceleration (from 0 to whatever) and so on.
So it is with all deltas that require basically many derivatives to happen at the edges.
Example: a simple change in position means that the object had to move or experience two changes in velocity (starting and stopping). And to change its velocity it had to accelerate, and in order to do that it had to change its acceleration (from 0 to whatever) and so on.
So it is with all deltas that require basically many derivatives to happen at the edges.