Math 392 Lecture 6 - the bulk of the lecture on the Fundamental theorem for line integrals
Math 392 Lecture 6 - Green's Theorem
Lesson 6 3 Page 392
CPSC 392 || Lecture 6 Linear Regression I
Math 392 Lecture 1 - Introduction and Parametrizing curves
Math 392 Lecture 7 - Green's Theorem - Section 13.4 in Essential Calculus, 1st Edition.
Vector Calculus Lecture - Segment 2
Math 392 Lecture 21- More determinant theorems; Cramers rule; finding and using Invereses
Math 392 Lecture 7 - Curl and Divergence
Math 392 Lecture 9 - Talk...and the beginning of 13.6 - Parametric surfaces and their areas
Math 392 Lecture 16 - Matrices and Matrix Algebra
Math 392 Lecture 23 - Info on final; Application of Eigenvalues, Eigenvectors and line integrals
Math 392 Lecture 24 - Properties and theorems for determinants and the beginning of inverses
Math 392 Lecture 5 - The Fundamental Theorem for Line Integrals
Math 392 Lecture 3 - Line Integrals with respect to arclength and wrt x and y
Math 392 Lecture 10 - Parametric surfaces, normal vectors and tangent planes (sans wings!)
Math 392 Lecture 2 - Vector curves, arc length, vector fields and their graphs
Math 392 Lecture 18 - Augmenting Systems and the Echelon Forms
Math 392 Lecture 10 - More on parametric surfaces and normal vectors
Math 392 Lecture 2 - Arclength; Vector fields
Math 392 Lecture 25 - Inverses (of matrices) - and some basic info on eigenvalues and eigenvectors
Math 392 Lecture 18 - End of Divergence Theorem, summary of Calculus, Beginning of Linear Algebra!
Math 346 Lecture 6 - Gaussian Elimination part 2 and the Determinant
Math 392 Lecture 8 - Curl and Divergence and their interpretations
