Question

how you could calculate a time step (dt) if you have a vector of accumulative distance (ie the distance keeps adding every step) and an instantaneous velocity vector (ie the speed at that moment).

Answer 1

Answer:

dt = ds/dv.

Explanation:

to calculate the time step if you have a vector of accumulative distance and instanteneous velocity vector can be expressed bellow

solution

ds = dv/dt

divide the step distance by the instantaneous velocity you will get the time step.

that it

dt = ds/dv.

so to calculate the time step having a vector that keeps adding every step and speed at that moment is this dt = ds/dv.

Answer 2

Answer:

$dt = \frac{ds}{dv}$..............Divide the accumulated distance by the instantaneous velocity

Explanation:

Let the accumulated distance be denoted as ds

Let the instantaneous velocity be given as dv

Using the relationship, $dv = \frac{ds}{dt}$

If we make dt the subject of the formula:

$dt = \frac{ds}{dv}$

Therefore, this means that we can calculate the time step dt by dividing the accumulated distance by the instantaneous velocity.