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This is a collection of 106 essays on Multivariable Calculus used in a course at the University of Minnesota.
Online notes concerning surface integrals. Chapters are: Parametric Surfaces, Surface Integrals, Surface Integrals of Vector Fields, Stokes' Theorem, and Divergence Theorem.
This a full course on multivariable calculus. It contains videos of lectures and recitation sessions, text for each topic, examples, and problem sets and exams.
Applet in which user can drag a plane curve with the mouse to change its shape, and display features such as normals and osculating circles while user deforms the shape.

This is a collection of several animations that involve the Frenet frame and the osculating circle.

This applet shows a curve in the \(xy\)-plane, the vector from the origin to a point on the curve, and the osculating circle. Also displayed is the curvature.

This is a collection of 18 instructional videos on the role of vector valued functions in multivariable calculus. Each is a solution of a single problem on some topic.
A detailed explanation of the workings of the planimeter (a device for measuring area using Green's theorem). Has interactive applet and images.