- #1
Saladsamurai
- 3,020
- 7
I don't think so since it's not a sphere (disk). I have not learned about cylindrical coordinates and Cartesian is just a pain, so I am assuming I am supposed to use polar or something.
Can someone clear up my confusion?
[tex]\int\int\int_E y\,dV[/tex]
where E lies above the plane z=0, under the plane z=y and inside the cylinder [itex]x^2+y^2=4[/itex]
How would you proceed here if you DON'T want to use Cartesian Coordinates?
Casey
Can someone clear up my confusion?
[tex]\int\int\int_E y\,dV[/tex]
where E lies above the plane z=0, under the plane z=y and inside the cylinder [itex]x^2+y^2=4[/itex]
How would you proceed here if you DON'T want to use Cartesian Coordinates?
Casey