A solid E in R3 lies between the cylinders of radii 1 and 2 centered on the zaxis. Further, it is bounded by the surfaces given by 0 bounded above by: z = 4 _ x2 _ y2 0 bounded below by: z = _15 _ 4x + 6y If the volume of E satisfies b d / Vol(E)=/// rddedr Your last answer was interpreted as fol ows: 1 then Your last answer was interpreted as fol ows: 2 Your last answer was interpreted as fol ows: 0 :3 II 0 Your last answer was interpreted as fol ows: d = 2+i p 2+Ir Your last answer was interpreted as fol ows: e = 154*r*cos(theta)+6*r*sin(theta) 15 4- r - 005(6) + 6 - r- sin(9) The variables found in your answer were: [r, 6] Your last answer was interpreted as follows: 4r"2 4 _ ,2 H II The variables found in your answer were: [r] Moreover, the volume of E is Your last answer was interpreted as follows: Vol(E) = 99*pil2 99 - 7r 2