An ellipse has its center at $(-3, 5),$ with vertices $6$ units above and below the center, and endpoints of its minor axis $3$ units to the left and right of the center. Find the parametric equations for this ellipse.

• A. $x = -3 + 3\cos(t), y = 5 + 6\sin(t)$
• B. $x = -3 + 6\sin(t), y = 5 + 3\cos(t)$
• C. $x = -3 + 6\cos(t), y = 5 + 3\sin(t)$
• D. $x = 5 + 3\cos(t), y = -3 + 6\sin(t)$

Answer: (C)