![]() ![]() 22B Surface Area (part 2) lecture video.22A Surface Area (part 1) lecture video.21 Double Integrals in Polar Coordinates lecture video.20 Double Integrals over Non-Rectangular Regions lecture video.19B Double Integrals over Rectangles & Iterated Integrals (part 2) lecture video.19A Double Integrals over Rectangles & Iterated Integrals (part 1) lecture video.18B Lagrange Multipliers (part 2) lecture video.18A Lagrange Multipliers (part 1) lecture video.17B Maxima and Minima (part 2) lecture video.17A Maxima and Minima (part 1) lecture video.14 Directional Derivatives lecture video.13 Differentiability & Gradients lecture video.11B Partial Derivatives lecture (part 2) video.11A Partial Derivatives lecture (part 1) video.10 Functions of Two or More Variables lecture video.9B Spherical and Cylindrical Coordinates (part 2) lecture video.9A Spherical and Cylindrical Coordinates (part 1) lecture video.7 Lines and Tangent Lines in 3-Space lecture video.6 Vector-valued Functions, Curvilinear Motion lecture video.5B The Cross Product (part 2) lecture video. ![]() 5A The Cross Product (part 1) lecture video.4B The Dot Product (part 2) lecture video.4A The Dot Product (part 1) lecture video.2B Cartesian Coordinates in 3-Space (part 2) lecture video.2A Cartesian Coordinates in 3-Space (part 1) lecture video.Will give you an idea of how to accomplish that. Setting your sound channels to come through both sides. Listening to these videos on headphones, you may want to consider NOTE: These videos were not recorded in stereo sound. You would like to give feedback to us about these lectures, please If you find an error in the lecture or a problem with the video, or if Reference while watching the lecture video, or for later reference. ![]() You may want to download the notes to use as a Which are the notes of the lecture before we did the problems andĪfter we worked everything out during the lecture, The video lecture for each topic, we have included the "pre-notes" and "post-notes" Video presumes knowledge of the previous videos' material. We have numbered the videosįor quick reference so it's reasonably obvious that each subsequent These lecture videos are organized in an order thatĬorresponds with the current book we are using for our Math2210, Calculus 3,Ĭourses ( Calculus, with Differential Equations, by Varberg, PurcellĪnd Rigdon, 9th edition published by Pearson). ![]()
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