For constant velocity, we have a single equation, for x(t). For constant acceleration, there are three equations: x(t),v(t), and v(x). Now let's continue this: how many such equations do ...For constant velocity, we have a single equation, for x(t). For constant acceleration, there are three equations: x(t),v(t), and v(x). Now let's continue this: how many such equations do you expect for constant jerk? Continuing with the previous problem: how many such equations do you exect should exist for constant jounce? Continue by generalizing the previous two problems: for constant dnx/dtn, how many equations should you get? And what are those equations?
