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  • https://math.libretexts.org/Bookshelves/Calculus/Calculus_(Guichard)/15%3A_Multiple_Integration/15.02%3A_Double_Integrals_in_Cylindrical_Coordinates
    How might we approximate the volume under a surface in a way that uses cylindrical coordinates directly? The basic idea is the same as before: we divide the region into many small regions, multiply th...How might we approximate the volume under a surface in a way that uses cylindrical coordinates directly? The basic idea is the same as before: we divide the region into many small regions, multiply the area of each small region by the height of the surface somewhere in that little region, and add them up. What changes is the shape of the small regions

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