https://www.geogebra.org/3d/qtqcww4j

thanks

Explain how the mass of a solid can be found using triple integrals in rectangular coordinates? In particular, what function should you integrate and why? In what situation would you change to cylindrical or spherical coordinates? Give an example of each case. Compute f f f:-y2z2 (11', where E is the bounded by x = o and the paraboloid 1 x = y2 + 22. Set up a triple integral to calculate the volume of the "orange slice\" between y = cos (x), z = y, and z = 0 using four (of the six) different orders of integration. See https:llwww.geogebra.orgl3dlgtgcww4i