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1:30:57
Chain Rule, Directional Derivative, Gradient
1:33:03
Intro to Vector fields, Curl and Divergence
1:33:45
Conservative VF, Green's Theorem
1:38:22
Line Integrals, Conservative VF
1:41:18
Surface Area, Test 2 Review
1:38:37
Spherical coordinates contd, Tangent plane to parametric surfaces
1:31:50
Cylindrical Coordinates, Start of Spherical Coordinates
1:38:07
MATH2321 May 11 Lecture (Sec 1.3(contd) and Sec 1.4
1:35:10
MATH2321 May 10 Lecture (Sec 1.1, 1.2, 1.3)
1:08:08
2X2 linear system with imaginary eigenvalues and concluding remarks
1:28:29
System of Linear DE using eigenvalue method
1:29:29
Eigenvalues contd, Imaginary eigenvalues and eigenvectors
1:38:48
Span, Nullspace
1:35:04
Basis and Dimension
0:40:13
Intro to Eigenvalues
1:34:24
Linear independence, Wronskian
1:36:33
Determinants, Invertible Matrix Theorem
1:31:16
Gaussian Elimination (part 2) and Inverse of Matrices
1:36:14
Gaussian Elimination (Part 1)
0:31:10
Intro to Vector Spaces
1:31:08
Intro to Matrices
0:33:30
Intro to Row Echelon Forms (REF) and Gaussian Elimination
1:30:42
Delta function, LT for impulse input, Dr. Prasanth George Northeastern University
1:37:35
Finish forced vibrations, start Laplace Transform, Dr. Prasanth George Northeastern University
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