2:07
Introduction to Vectors
Professor Heather Pierce
0:50
Component Description of Vectors
1:09
Vector Addition
1:00
Scalar Multiplication
1:18
Magnitude of Vectors
1:39
The Dot Product
1:34
Angle Between Vectors
2:37
Vector Projection
4:45
Basics of the Cross Product
8:26
Computing the Cross Product
9:56
Geometry of the Cross Product
8:36
Lines in Three Space
12:39
Relationships of Lines in Three Space
10:46
Planes in Three Space
6:27
Working with Planes in Three Space
5:06
Vector-Valued Functions
6:04
Derivatives of Vector-Valued Functions
4:40
Integrals of Vector-Valued Functions
3:33
Unit Tangent Vector
3:42
Unit Normal Vector
4:03
Unit Binormal Vector
6:24
Standard Equations in Three Space
3:25
Trace of a Function
2:51
Graphing with MatLab
5:49
Cylinders
7:27
Quadric Surfaces
8:45
Limits of Multivariable Functions
2:04
Continuity of Multivariable Functions
8:24
First Order Partial Derivatives
2:55
Meaning of the Partial Derivatives
