Shade the region R in first quadrant that is outside the circle r= 1 and inside the cardioid r= 1+ cose. Also, set up a double integral in polar coordinates that gives the area of the region R. Do not evaluate the integral. 3.2 Use cylindrical coordinates to find the volume of solid G shown in the accompanied figure. Recall that the volume is given by V(G)=fff dv D :=0 =√16-²-² (==√16-7²) R R G x² + y² = 4 (r=2)