Given the vector function \(\vec{r}(t) = \langle t, -3t^2, -4t^4 + 4 \rangle\)
Find the velocity and acceleration vectors at \(t = -1\).
\(\vec{v}(-1) = \langle \underline{\qquad}, \underline{\qquad}, \underline{\qquad} \rangle\)
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$\langle 1, 6, 16 \rangle$
$\langle 0, 8, 6 \rangle$
$\langle 11, 7, 31 \rangle$
$\langle 5, 10, 13 \rangle$