An animation has two scenes, each of them being one second long. In the first scene, an object moves along the path for $0 \leq t \leq 1$. At the end of the scene, the object’s acceleration immediately becomes zero, and remains zero throughout the second scene. The vector-valued function $\vec p_2(t)$ for the object’s path in the second scene also uses $0 \leq t \leq 1$, so that $t = 0$ in the second scene is the same moment as $t = 1$ in the first scene. What is $\vec p_2(t)$? Answer: $\vec p_2(t)=($,,$)$