- #1
EV33
- 196
- 0
Homework Statement
The solid enclosed by the paraboloid x=y2+z2 and the plane x=16.
Homework Equations
Triple integral in ractangular coordinates
The Attempt at a Solution
I figured out this is a paraboloid that circles the x axis, that starts at the origin and it gets wider and wider as it goes in the x direction until it is stopped by the plane x=16 where there is a circle around the x-axis with a radius of
[tex]\int_{x=y2+z2}^{16}\int_{z=-\sqrt{16-y2}}^{\sqrt{16-y2}}\int_{z=0}^4 dxdzdy [/tex]
I was just curious if my set up looks right.
Thank you.
Last edited: