Introduction to Vectors YouTube classes with Dr Chris Tisdell
Publisher: Bookboon.com
Published: 2013
ISBN-13: 9788740308235
Table of contents: title: Content; title: 1. The basics of vectors; title: 1.1. Geometry of vectors; title: 1.2. But, what is a vector?; title: 1.3. How big are vectors?; title: 1.4. Determine the vector from one point to another point; title: 1.5. Vectors in Three Dimensions; title: 1.6. Parallel vectors and collinear points example; title: 1.7. Vectors and collinear points example; title: 1.8. Determine the point that lies on vector: an example; title: 2. Lines and vectors; title: 2.1. Lines and vectors; title: 2.2. Lines in R3; title: 2.3. Lines: Cartesian to parametric form; title: 2.4. Lines: Parametric and Cartesian forms given two points; title: 2.5. Lines: Convert Parametric to Cartesian; title: 2.6. Cartesian to parametric form of line; title: 3. Planes and vectors; title: 3.1. The span of a vector; title: 3.2. Equation of plane: Parametric vector form; title: 3.3. Planes: Cartesian to parametric form; title: 3.4. Equation of plane from 3 points; title: 4. Dot and cross product; title: 4.1. What is the dot product?; title: 4.2. Orthogonal vectors; title: 4.3. Scalar Projection of vectors; title: 4.4. Distance between a point and a line in R3; title: 4.5. Cross product of two vectors; title: 4.6. Properties of the cross product; title: 4.7. What does the cross product measure?; title: 4.8. Scalar triple product; title: 4.9. What does the scalar triple product measure?; title: 4.10. Equation of plane in R3; title: 4.11. Distance between a point and a plane in R3; title: 5. Bibliography