09:00

Multivariable Differentation Lecture 1 Part 5: The Jacobian

12:48

Multivariable Differentiation Lecture 1 Part 4: Tangent Planes and Linear Approximation

13:51

Multivariable Differentation Lecture 1 Part 3: Economic Applications

09:39

Multivariable Differentiation Lecture 1 Part 2: Geometric Interpretations

09:41

Multivariable Differentiation Lecture 1 Part 1: Partial Derivatives

07:51

Multivariable Functions Lecture 1 Part 6: Quadratic Forms

06:36

Multivariable Functions Lecture 1 Part 4: Level Curves

09:30

Multivariable Functions Lecture 1 Part 5: Linear Functions

12:27

Multivariable Functions Lecture 1 Part 3: Drawing Graphs of Functions from R2 to R

07:18

Multivariable Functions Lecture 2 Part 4: Composition of Functions

08:24

Multivariable Functions Lecture 2 Part 3: Inverse Functions

12:23

Multivariable Functions Lecture 2 Part 2: Function Terminology

12:15

Multivariable Functions Lecture 2 Part 1: Continuous Functions

12:34

Multivariable Functions Lecture 1 Part 2: Functions from Rn to Rm

08:14

Multivariable Functions Lecture 1 Part 1: Functions between Euclidean Spaces

13:26

Linear Independence Lecture Part 1: Linear Independence and Rank

08:42

Linear Independence Lecture Part 3: Basis

09:30

Linear Independence Lecture Part 2: Spanning Sets

12:20

Euclidean Spaces Lecture 2 Part 5: Economics Applications

05:22

Euclidean Spaces Lecture 2 Part 4: Normal Equations

07:32

Euclidean Spaces Lecture 2 Part 3: Parametric Equations

06:29

Euclidean Spaces Lecture 2 Part 2: The Triangle Inequality

07:06

Euclidean Spaces Lecture 2 Part 1: Properties of the Inner Product

09:59

Euclidean Spaces Lecture 1 Part 4: Angles

09:19

Euclidean Spaces Lecture 1 Part 3: Length and Distance

07:13

Euclidean Spaces Lecture 1 Part 2: Vector Algebra

08:29

Euclidean Spaces Lecture 1 Part 1: Introduction

07:47

Determinants Lecture Part 4: Determinants, Nonsingularity, and Invertibility

12:51

Determinants Lecture Part 3: Special Determinants

12:38

Determinants Lecture Part 2: Definitions

11:51

Determinants Lecture Part 1: Why Determinants?

20:27

Matrix Algebra Lecture Part 9: Matrix Inversion

07:18

Matrix Algebra Lecture Part 8: Elementary Matrices Example

08:48

Matrix Algebra Lecture Part 7: Elementary Matrices

11:06

Matrix Algebra Lecture Part 6: Special Matrices

07:34

Matrix Algebra Lecture Part 5: The Transpose Operator

05:03

Matrix Algebra Lecture Part 4: Laws of Matrix Algebra

06:38

Matrix Algebra Lecture Part 3: Matrix Multiplication

07:27

Matrix Algebra Lecture Part 2: Matrix Multiplication for Systems of Linear Equations

06:15

Matrix Algebra Lecture Part 1: Matrix Addition and Subtraction

15:46

Rank Lecture Part 6: The Linear Implicit Function Theorem

09:39

Rank Lecture Part 5: Nonsingularity and Unique Solutions for Any b

06:57

Rank Lecture Part 4: At Most One Solution for Any b

09:04

Rank Lecture Part 3: At Least One Solution for Any b

08:44

Rank Lecture Part 2: Existence of Solutions to Linear Systems

11:25

Rank Lecture Part 1: Solutions Sets and Rank