- #1
VinnyCee
- 489
- 0
Ok I hve a triple integral problem for find the area of the following:
cylinder: [tex]x^2 + y^2 = 4[/tex]
plane: [tex]z = 0[/tex]
plane: [tex]x + z = 3[/tex]
It is a cylinder cut at the xy-plane and by the last plane. It looks like a circular wedge standing straight up from the xy-plane.
I just can't figure out the limits of integration, I know the last variable integrated must have limits that are constants. I just don't know what to do! Help me please! :tongue2:
cylinder: [tex]x^2 + y^2 = 4[/tex]
plane: [tex]z = 0[/tex]
plane: [tex]x + z = 3[/tex]
It is a cylinder cut at the xy-plane and by the last plane. It looks like a circular wedge standing straight up from the xy-plane.
I just can't figure out the limits of integration, I know the last variable integrated must have limits that are constants. I just don't know what to do! Help me please! :tongue2: