Answer:

Explanation:
To rearrange the formula for v is to obtain the value of v in term of the other parameters.
The formula is

The first step is to subtract
in both members :

The second step is to divide by ''t'' in both members (We assume that t ≠ 0) :



The third step is to change the members between each other :


The final step is to solve the division at the member on the right :



And the final expression is v in term of the parameters s and t.