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Integrate the function f(x,y,z)=–6x+2y over the solid given by the "slice" of an ice-cream cone in the first octant bounded by the planes x=0 and y=sqrt((277/123))x and contained in a sphere centered at the origin with radius 25 and a cone opening upwards from the origin with top radius 20.
I am having trouble getting the bounds
i got
0 - p -25
0 -phi -pi/2-arctan(3/4)
.983002-theta-pi/2
I am having trouble getting the bounds
i got
0 - p -25
0 -phi -pi/2-arctan(3/4)
.983002-theta-pi/2