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Series and e
This program takes the idea of a sequence of positive terms and develops it into the concepts of convergent and divergent series. Produced by the Open University. (25 minutes)(more details) |
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The Intermediate Value Theorem
This program uses several models and animation to establish the intermediate value theorem, highlighting the fundamental concepts of continuity and the monotone convergence theorem. Produced by the Open University. (25 minutes)(more details) |
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Conics in Perspective
All conic sections can be found as slices of some cone and are therefore perspectively equivalent. In this program, this result is used to prove an interesting theorem in two-dimensional geometry. Produced by the Open University. (25 minutes)(more details) |
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Looking at Equations
This program looks at how linear equations in three variables can be represented geometrically as planes. Produced by the Open University. (22 minutes)(more details) |
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Orthogonal Bases
This program explains the need to be able to specify any vector in R3. Produced by the Open University. (25 minutes)(more details) |
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