Given the parametric equations $x=4\(\cos\)(t)-4$ and $y=4\(\sin\)(t)+4$ for $t$ $\in$ $[0, 2π]$, graph the corresponding curve. What is the rectangular equation of this curve?

Given the parametric equations $x = 4t + 1$ and $y = 2t - 5$ for $t$ $\in$ $(-∞, ∞)$, what is the rectangular equation that represents this curve? Graph the curve.

Given the parametric equations $x=5\(\cos\)(t)$ and $y=2\(\sin\)(t)$ for $t$ $\in$ $[0,2\(\pi\)]$, graph the corresponding plane curve. What is the rectangular equation of this curve?