Math241 Section15 6

Summary

Oriented surfaces, surface integrals of vector fields. A vert brief overview of the Chapter A very brief overview of the Chapter Vector Fields, divergence and curl. Line integrals of vector fields, notations and basic evaluation method. Conservative vector fields and potential functions. The Fundamental Theorem of Line Integrals. The Divergence (Gauss') Theorem. Induced orientations, Stokes' Theorem. Vector fields, graphing, divergence and curl. Spherical coordinates, description of objects and solids, how to integrate and one example. More examples in the addendum.