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Math Video Note Set: 

34 Video Lectures, 14 Quizzes, and 6 Exams covering Linear Algebra, All Exams with Solutions

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Note Title & DescriptionType
Video Lecture 1  (56k)
This lecture covers the geometry of linear equations.
Video Lecture Note
Video Lecture 2  (56k)
This lecture covers elimination with matrices.
Video Lecture Note
Video Lecture 3  (56k)
This lecture covers multiplication and inverse matrices.
Video Lecture Note
Video Lecture 4  (56k)
This lecture covers factorization into A= LU.
Video Lecture Note
Video Lecture 5  (56k)
This lecture covers transposes, permutations, spaces R^n .
Video Lecture Note
Video Lecture 6  (56k)
This lecture covers column space and null space.
Video Lecture Note
Video Lecture 7  (56k)
This lecture covers solving Ax = 0: pivot variable, special solutions.
Video Lecture Note
Video Lecture 8  (56k)
This lecture covers solving Ax = b: row reduced from r .
Video Lecture Note
Video Lecture 9  (56k)
This lecture covers independence, basis, and dimension.
Video Lecture Note
Video Lecture 10  (56k)
This lecture covers the four fundamental subspaces.
Video Lecture Note
Video Lecture 11  (56k)
This lecture covers matrix spaces; rank 1; small world graphs.
Video Lecture Note
Video Lecture 12  (56k)
This lecture covers graphs, networks, incidence matrices.
Video Lecture Note
Video Lecture 13  (56k)
This lecture covers quiz 1 review.
Video Lecture Note
Video Lecture 14  (56k)
This lecture covers orthogonal vectors and subspaces.
Video Lecture Note
Video Lecture 15  (56k)
This lecture covers projections onto subspaces.
Video Lecture Note
Video Lecture 16  (56k)
This lecture covers projection matrices and least squares.
Video Lecture Note
Video Lecture 17  (56k)
This lecture covers orthogonal matrices and gram Schmidt.
Video Lecture Note
Video Lecture 18  (56k)
This lecture covers properties of determinants.
Video Lecture Note
Video Lecture 19  (56k)
This lecture covers determinant formulas and cofactors.
Video Lecture Note
Video Lecture 20  (56k)
This lecture covers Cramer's rule, inverse matrix, and volume.
Video Lecture Note
Video Lecture 21  (56k)
This lecture covers eigenvalues and eigenvectors.
Video Lecture Note
Video Lecture 22  (56k)
This lecture covers diagonalization and powers of A .
Video Lecture Note
Video Lecture 23  (56k)
This lecture covers differential equations and exp (AT).
Video Lecture Note
Video Lecture 24  (56k)
This lecture covers markov matrices; Fourier series.
Video Lecture Note
Video Lecture 24.5  (56k)
This lecture covers quiz 2 review.
Video Lecture Note
Video Lecture 25  (56k)
This lecture covers symmetric matrices and positive definiteness.
Video Lecture Note
Video Lecture 26  (56k)
This lecture covers complex matrices; fast Fourier transform.
Video Lecture Note
Video Lecture 27  (56k)
This lecture covers positive definite matrices and minima.
Video Lecture Note
Video Lecture 28  (56k)
This lecture covers similar matrices and Jordan form.
Video Lecture Note
Video Lecture 29  (56k)
This lecture covers singular value decomposition.
Video Lecture Note
Video Lecture 30  (56k)
This lecture covers linear transformations and their matrices.
Video Lecture Note
Video Lecture 31  (56k)
This lecture covers change of basis; image compression.
Video Lecture Note
Video Lecture 32  (56k)
This lecture covers quiz 3 review.
Video Lecture Note
Video Lecture 33  (56k)
This lecture covers left and right inverses; pseudo inverse.
Video Lecture Note
Video Lecture 34  (56k)
This lecture covers final course review.
Video Lecture Note


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