Question: Find all points of intersection (r, 0) of the curves r = 4 cos(0), r = 2 sin(0). Note: In this problem the curves

Find all points of intersection (r, 0) of the curves r =

Find all points of intersection (r, 0) of the curves r = 4 cos(0), r = 2 sin(0). Note: In this problem the curves intersect at the pole and one other point. Only enter the answer for nonzero r in the form (r, e) with measured in radians. Point of intersection = Next find the area inclosed in the intersection of the two graphs. Area =

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