E 0/1 pt 0 20 G) Details The region E between the paraboloid z : 1 1:2 y2 and the plane 2 : 0 is shown in the 3D model below. To find the average value of the function f(a3, y, z) : 302,2 i ygz on this region, first calculate the volume V(E) of the region using polar coordinates: w :3 Switch to polar coordinates to integrate f over the region and get the average value: fave :[j E 0/1 pt 0 20 G) Details The region E between the paraboloid z : 1 1:2 y2 and the plane 2 : 0 is shown in the 3D model below. To find the average value of the function f(a3, y, z) : 302,2 i ygz on this region, first calculate the volume V(E) of the region using polar coordinates: w :3 Switch to polar coordinates to integrate f over the region and get the average value: fave :[j E 0/1 pt 0 20 G) Details The region E between the paraboloid z : 1 1:2 y2 and the plane 2 : 0 is shown in the 3D model below. To find the average value of the function f(a3, y, z) : 302,2 i ygz on this region, first calculate the volume V(E) of the region using polar coordinates: w :3 Switch to polar coordinates to integrate f over the region and get the average value: fave :[j