only, and completely simplify your answer. Set up, but do not evaluate, the following integral first...

 

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only, and completely simplify your answer. Set up, but do not evaluate, the following integral first in cylindrical coordinates and second in spherical coordinates (please, no translations) fff yzdV where E is the solid depicted below: ZA The upper bound of E is the upper hemisphere described by x + y+z = 10z. The lower bound of E is part of the graph of z=-5+ x + y. The outer shell of E between these two is the cylinder depicted in the picture. only, and completely simplify your answer. Set up, but do not evaluate, the following integral first in cylindrical coordinates and second in spherical coordinates (please, no translations) fff yzdV where E is the solid depicted below: ZA The upper bound of E is the upper hemisphere described by x + y+z = 10z. The lower bound of E is part of the graph of z=-5+ x + y. The outer shell of E between these two is the cylinder depicted in the picture.