Multivariable Calculus
Video Lectures
Displaying all 28 video lectures.
Lecture 1![]() Play Video |
General Green's Theorem An example of the generalization of Green's Theorem. |
Lecture 2![]() Play Video |
Scalar Line Integrals (Part I) The first video of finding a scalar line integral. |
Lecture 3![]() Play Video |
Scalar Line Integrals (Part II) This is the second video on how to find a scalar line integral. This video addresses line integrals over multiple paths. |
Lecture 4![]() Play Video |
Find a Potential Function This video describes and provides an example of how to find a potential function. |
Lecture 5![]() Play Video |
Conservative Vector Field Test This video describes and gives an example of how to determine if a vector field is conservative. |
Lecture 6![]() Play Video |
Volume Between Two Surfaces The most fun and most general triple integral in the rectangular world. this video explains how to calculate the volume between surfaces in 3rd space. |
Lecture 7![]() Play Video |
Two More Ways to Set Up a Tripple Integral This video entertains the idea of integration in different orders over a surface. |
Lecture 8![]() Play Video |
Tripple Integral Over a Rectangular Solids This is how you set up a triple integral over a rectangular solid. |
Lecture 9![]() Play Video |
Sketch the Solid of Integration In this video, learn how to take an integral and sketch the region of integration. |
Lecture 10![]() Play Video |
Set Up a Tripple Integral More General Region Here we set up a triple integral integrating a function over a surface. |
Lecture 11![]() Play Video |
Limits of Multivariate Functions Limits of multivariate functions: How do you find a limit? Does path matter? |
Lecture 12![]() Play Video |
Intersection of a Plane and a Surface How do we find the intersection of a surface and a plane? This is a discussion of such a process. Here we intersect a cylinder and the z-y plane. There are infinite points of intersection in this video we find the first few. |
Lecture 13![]() Play Video |
Graphing a Vector Valued Function Graphing special vector valued functions. |
Lecture 14![]() Play Video |
Contour Maps This is a discusion of contour maps as they project level curve in the plan. |
Lecture 15![]() Play Video |
Planar Form of Curvature Derive the equation of curvature for the planer form of an equation. |
Lecture 16![]() Play Video |
Integration of Vector Valued Functions |
Lecture 17![]() Play Video |
Curvature Example A discussion on the different forms of curvature. |
Lecture 18![]() Play Video |
Arc Length Parameterization |
Lecture 19![]() Play Video |
Refresher On Conics Conic sections as they pertain to quadric surfaces. |
Lecture 20![]() Play Video |
Parabloid Discussion of paraboloid and there graphs. |
Lecture 21![]() Play Video |
Graphing and Determining the Form of a Surface |
Lecture 22![]() Play Video |
Equation in Spherical |
Lecture 23![]() Play Video |
Cone Discussion of cones in 3 dimensions. |
Lecture 24![]() Play Video |
Rectangular Point to Spherical Coordinates (Part I) Conversion of rectangular points to spherical coordinates. |
Lecture 25![]() Play Video |
Rectangular Point to Spherical Coordinates (Part II) Conversion of rectangular points to spherical coordinates. |
Lecture 26![]() Play Video |
Hyperboloid Explanation of a hyperboloid in 3 dimensions. |
Lecture 27![]() Play Video |
Quadratic Surfaces Homework help with quadratic surfaces. |
Lecture 28![]() Play Video |
Rectangular Graph in Spherical Coordinates |