Compute the starting and ending positions (at times $t = 0$ and $t = 1$, respectively) for the path of motion described by the following vector-valued function.
Function: $\vec f(t)=\left({2t},{4t^{4}},{2t^{3}-5}\right)$
Starting point: (,,)
Ending point: (,,)
Now compute the derivative of that same vector-valued function.
Answer: $\langle$,,$\rangle$
Now compute the starting and ending velocities for that same vector-valued function.
Starting velocity: $\langle$,,$\rangle$
Ending velocity: $\langle$,,$\rangle$

You can earn partial credit on this problem.