Linear Algebra 7g: The Nullspace of a 3x3 Matrix with a Specific Pattern

preview_player
Показать описание
  1. MathTheBeautiful
  2. Grinfeld
  3. Null Space
  4. Euclidean Vector
  5. Gaussian Elimination
  6. Column Space
Рекомендации по теме
Linear Algebra 7g: 0:11:19

Linear Algebra 7g: The Nullspace of a 3x3 Matrix with a Specific Pattern

Find the null 0:06:35

Find the null space of a matrix

Linear Algebra 7f1: 0:07:11

Linear Algebra 7f1: Null Space of a Matrix

Linear Algebra 6k: 0:07:58

Linear Algebra 6k: The Null Space

How to find 0:04:45

How to find the null space and the nullity of a matrix: Example

Linear Algebra 11L2: 0:05:18

Linear Algebra 11L2: The Null Space of the Product AB

Row, Column and 0:06:40

Row, Column and Null Space of a Matrix

Null Space Example 0:03:59

Null Space Example Question

The Null Space 0:07:13

The Null Space Lecture and Examples

Null Space of 0:07:19

Null Space of a Matrix

Determine matrix from 0:03:27

Determine matrix from given null space

Linear Algebra 7f2: 0:11:05

Linear Algebra 7f2: 21 Easy Null Space Exercises

Row Space and 0:09:56

Row Space and the Left Null Space

Lesson 19 Null 0:06:57

Lesson 19 Null Space is a Subspace

Find a null 0:04:31

Find a null space and nullity of a 3x3 matrix

Linear Algebra 8a: 0:04:28

Linear Algebra 8a: Linear Systems Terminology

Linear Algebra 8g: 0:08:18

Linear Algebra 8g: A Wide Linear System

Linear Algebra 7e: 0:12:52

Linear Algebra 7e: Counting Solutions of a Linear System

Linear Algebra 14TBD: 0:05:54

Linear Algebra 14TBD: Interesting 2x2 Determinant Examples

Linear Algebra 14TBD: 0:07:12

Linear Algebra 14TBD: Derivation of the 2x2 Determinant

Modular S-matrix from 0:11:29

Modular S-matrix from OTOC

NCERT | Class 0:01:51

NCERT | Class XII | MATRICES | Exercise 3 | Question No. 11

Number series/SBI , 1:08:39

Number series/SBI , RRB, IBPS, IT Companies , Co- cubes, AMCAT, C-SAT, CRT

UNAH - ESPACIOS 1:08:04

UNAH - ESPACIOS NORMADOS - CLASE SEMANA 7

Комментарии
Автор

Firstly, thank you so much for these videos. But, one thing, you started with geometrical, polynomial and real number vector spaces. Then you showed the first null space example of some geometrical vectors, which was the linear combination of linear combinations of those vectors that yield zero vector.

But in this video and the previous video, you are analyzing the null space of a given matrix. I do not understand the relation between those three types vectors with these matrices. So, what does it really mean to find out the null space of a given matrix in terms of those (geometrical, polynomial and real number) vector spaces?

I apologize if the question is a rather stupid one. I really appreciate these videos of yours. Thank you again.

RUMI
Автор

If entires r1c2 and r1c3 also happen to share the linear dependences of the sub columns below them won't the first entry in the null vector need to be set to '0' (i.e. 'nothing to add or subtract')?

abajabbajew