Find the volume of the solid in the first octant bounded by the coordinate planes, the cylinder x^2+y^2 =4 and the plane z + y =3
I got all the way to trying to integrate in terms of y
would a simple substitution work?
What is the first octant? Everything is positive?
Are you using rotation of an sheet, or multiple integrals?
I think everything is positive...
multiple integrals
dx dy that sort of thing
double integrals over general regions...mmmm love the graphing hate the switching
but this problem doesn't involve reversing the integral
first octant is the portion of the xyz-axis system in which all three variables are positive
but I have a circle with c (0,0) and radius 2
Find out where t he circle and line intersect
Actually the first thing we want to do is draw a picture.
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