Let Q. R be the points where the ray of 1. (8 sec 0, 3 tan!) angle 0 intersects circles centered at the origin as shown in O 2. (3 sec 0, 8 tan 0) 3. (8 cos 0, 3 sin 0) R O 4. (3 tan 0, 8 sec 0) 5. (8 sin 0, 3 cos !) 2+ Q P 6. (3 cos 0. 8 sin 0) 8 -6- 2 10 -2+ 4 -6and let P be the point of intersection of the horizontal line through Q and the vertical line through R. As 0 varies. P traces out a curve. Write this curve in parametric form (x(0). y(0)). 0505 27. Hint: find the coordinates of Q and R.)