This is a video from the University of Waterloo. Dot Product, Cross-Product in R^n (which should be in Chapter 8 section 4 about hyperplanes.
math.la.d.vec.norm.coord
math.la.d.innerproduct.real.coord
math.la.t.innerproduct.commutative.coord
math.la.t.innerproduct.distributive.coord
math.la.t.innerproduct.commutative.scalar.real.coord
math.la.t.innerproduct.self.z.coord
math.la.d.vec.subspace.orthogonal
math.la.d.vec.orthogonal
math.la.d.vec.unit.coord
math.la.d.crossproduct
- Created On
- October 23rd, 2013
- 10 years ago
- Views
- 3
- Type
- Video
- Perspective
- Introduction
- Language
- English
- Content Type
- text/html;charset=UTF-8
Quiz from the University of Waterloo. This is intended to be used after the video of the same name.
math.la.d.vec.unit.coord
math.la.d.distance.coord
math.la.d.vec.norm.coord
math.la.t.innerproduct.self.z.coord
math.la.t.innerproduct.commutative.scalar.real.coord
math.la.t.innerproduct.distributive.coord
math.la.t.innerproduct.commutative.coord
math.la.d.innerproduct.real.coord
math.la.d.vec.orthogonal
- Created On
- October 23rd, 2013
- 10 years ago
- Views
- 3
- Type
- Unknown
- Timeframe
- Post-class
- Perspective
- Example
- Language
- English
- Content Type
- text/html;charset=UTF-8
Inner product of two vectors in R^n, length of a vector in R^n, orthogonality. Motivation via approximate solutions of systems of linear equations, definition and properties of inner product (symmetric, bilinar, positive definite); length/norm of a vector, unit vectors; definition of distance between vectors; definition of orthogonality; Pythagorean Theorem.
- Created On
- August 22nd, 2017
- 7 years ago
- Views
- 2
- Type
- Video
- Language
- English
- Content Type
- text/html; charset=utf-8