Problem 1 of 4 (8 pts). Setup appropriate triple integrals to find the volume of the solid bounded between 2 = 2x2 + y2 and z = 12 x2 2312. Set this up in any two of the three coordinate systems. Show each step of your work clearly on the following page(s), including rough sketches of the bounding surfaces, but write your answer clearly within the structure below. Evaluate at least one of your two setups. x: f y: f y: z: I dz dy dx I dz dr d9 I dp dd) :16 p