part 2

(1 point) Give inequalities for r and 0 which describe the region below in polar coordinates. 4 4 313 (Click on the graph for a larger version.) The two arcs shown are circular, and the region is between the two arcs and between the y-axis and line graphed, which is y = c. Ers (Write infinity to indicate a boundary at infinity )(1 point) Give inequalities for r and 0 which describe the region below in polar coordinates. 34 (Click on the graph for a larger version.) The arc shown is circular, and the region extends indefinitely in the y-direction. 2 0 pi/2 "Write infinity to indicate a boundary at infinity and use + for H if necessary I{1 point] Find me area inside the cardiid r = 1 | 053 far I] E H :1 Ear. Area=| E! (1 point) Find the area lying outside r = 6 sin 0 and insider = 3 + 3 sin 0. Area =(1 point) Find the area bounded by the region between r = 3 sin d and y = @ , shown in the image below. Area =(1 point} Find the area of a single petal of the function r = sin 43. {T he Shaded region of the graph below.) Area=I