Consider the parametric curve:

$x=3+3cost,y=8+3sint,\frac{}{2}t3\frac{}{2}$

The cartesian equation of the curve has the form $(x-h{)}^2+(y-k{)}^2=R^2$ with $h=q,$

$k=q,$ and

$R=$

The initial point has coordinates: $x=,y=$

$$

The terminal point has coordinates: $x=,y=$

$$

The curve is traced

$($enter clockwise or counterclockw