- #1
pivoxa15
- 2,255
- 1
I like to use cartesian coords
Find the region to the intersecting cyclinders x^2+y^2<=a^2 and x^2+z^2<=a^2
What I have trouble finding is the domain of integration
Currently I have
a to -a for dx
-srt(a^2-x^2) to srt(a^2-x^2) for dy
-srt(x^2+y^2) to srt(x^2+y^2) for dz
But this integration turned out to be too complicated to evaluate hence probably wrong.
Find the region to the intersecting cyclinders x^2+y^2<=a^2 and x^2+z^2<=a^2
What I have trouble finding is the domain of integration
Currently I have
a to -a for dx
-srt(a^2-x^2) to srt(a^2-x^2) for dy
-srt(x^2+y^2) to srt(x^2+y^2) for dz
But this integration turned out to be too complicated to evaluate hence probably wrong.