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32. The solid E bounded by y=z=4. p=0, and :=1 is given in the following figure. Evaluate the integral zyzdV by integrating first with respect to z, then y, and then 2. 0.5 0.0 2-05 -10 -1.5 -20% 0.0 20 1.5 10 47. The solid E bounded by the sphere of equation z²+²+²=² with r>0 and located in the first octant is represented in the following figure. 05 00 05 0.0 10 Y 15 30 2020 a. Write the triple integral that gives the volume of E by integrating first with respect to 2, then with y, and then with z. 10. E is bounded by the right circular cylinder r= cose, the re-plane, and the sphere 7² +2²=9. 12. E is located in the first octant outside the circular paraboloid z=10-2² and inside the cylinder = √5 and is bounded also by the planes:=20 and 0-4. 7. Let C be the curve consisting of line segments from (0,0) to (1, 1) to (0, 1) and back to (0,0). Find the value of zydz + √y² +1 dy.