(A calculator is allowed for this problem) The curve illustrated below is drawn in the xy-plane and is described by the equation in polar coordinates r = 0 + cos(20) for 0≤0≤ πT, where r is measured I meters and e is measured in radians. ㄢ 51/6 5 4 (a) Find the area bounded by the curve and the x-axis. (3pts) (b) Find the angle that corresponds on the curve with x-coordinate x=-3. (2pts) Π (c) For == <0< 5π dr 12 ' ᏧᎾ say about the curve? (2pts) is negative. What does this fact say about r? What does this fact Π (d) Find the value of in the interval 0≤0≤ that corresponds to the point on the curve in the first quadrant with greatest distance from the origin. Justify your answer. (2pts)