Instructional Video14:05
Looking Glass Universe

Matrices make sense: Linear transformations and matrix multiplication

12th - Higher Ed
Matrices are often presented as a useful bookkeeping/ commutation tools to students- but there's much more to them. When you understand what a Matrix really is so many parts of Linear Algebra will be completely obvious to you, including...
Instructional Video2:31
FuseSchool

MATHS - Geometry - Intro to Matrices

6th - Higher Ed
Chances are, you have heard the word “matrices” in a movie. But do you know what they are or what they are used for? Well, “matrices” is plural of a “matrix”. And you can think about a matrix as just a table of numbers, and that’s...
Instructional Video9:35
Professor Dave Explains

Basis and Dimension

12th - Higher Ed
Defining basis and dimension.
Instructional Video10:04
Professor Dave Explains

Manipulating Matrices: Elementary Row Operations and Gauss-Jordan Elimination

12th - Higher Ed
How do perform Gauss-Jordan elimination.
Instructional Video5:50
Professor Dave Explains

Matrix Multiplication and Associated Properties

12th - Higher Ed
How to multiply matrices.
Instructional Video3:15
FuseSchool

MATHS - Geometry - Sum and Product of Two Matrices

6th - Higher Ed
In our previous video, we have seen what matrices are and how we label them. However, in order to use them efficiently, we must first be able to carry out simple operations with them, which is what we will be exploring in this video.
Instructional Video8:29
Professor Dave Explains

Complex, Hermitian, and Unitary Matrices

12th - Higher Ed
Defining complex matrices, hermitian matrices, and unitary matrices.
Instructional Video11:27
Professor Dave Explains

Inverse Matrices and Their Properties

12th - Higher Ed
An introduction to inverse matrices.
Instructional Video4:54
Professor Dave Explains

Understanding Matrices and Matrix Notation

12th - Higher Ed
An introduction to matrices and matrix notation
Instructional Video6:37
Professor Dave Explains

Evaluating the Determinant of a Matrix

12th - Higher Ed
How to find the determinant of a matrix.
Instructional Video4:33
Fun Robotics

NumPy Library Part 1

Higher Ed
Investigating the NumPy Python library and how to use it efficiently
Instructional Video13:43
Looking Glass Universe

Vectors make sense - Vector addition and basis vectors

12th - Higher Ed
Vectors may seem very difficult when youre first introduced to them, but I hope this video helps you see theyre not that scary! This is the start of a whole series of linear algebra, and I will cover vectors, the scalar product,...
Stock Footage0:09
Getty Images

A green matrix of data flows inside the display of a laptop.

Pre-K - Higher Ed
A green matrix of data flows inside the display of a laptop.
Stock Footage0:20
Getty Images

A laptop displaying a matrix becomes silhouetted against a black background.

Pre-K - Higher Ed
A laptop displaying a matrix becomes silhouetted against a black background.
Stock Footage0:06
Getty Images

Data in a matrix flows through a black tunnel.

Pre-K - Higher Ed
Data in a matrix flows through a black tunnel.
Stock Footage0:20
Getty Images

A white laptop displaying a matrix transitions to a black silhouette on a white background.

Pre-K - Higher Ed
A white laptop displaying a matrix transitions to a black silhouette on a white background.
Stock Footage0:10
Getty Images

Glowing numbers float down in front of a black background.

Pre-K - Higher Ed
Glowing numbers float down in front of a black background.
Instructional Video16:00
1
1
Crash Course

Make an AI Sound Like a YouTuber (LAB): Crash Course AI #8

9th - Higher Ed Standards
AI is so smart that it can finish people's sentences. The eighth installment of the Crash Course Artificial Intelligence series has pupils create a program that completes written sentences. They learn about tokenization, vectors, and...
Instructional Video8:17
Corbett Maths

Column Vectors

10th - 12th Standards
Column right! Using visual representations, a short video introduces the concept of column vectors. Next, the resource shows how adding two vectors end-to-end is simplified by adding the components in the column vector. The presentation...
Instructional Video17:16
1
1
3Blue1Brown

Eigenvectors and Eigenvalues | Essence of Linear Algebra, Chapter 10

11th - Higher Ed Standards
Find vectors that stay on their spans after a linear transformation. The 14th video in the series of 15 introduces the concept of eigenvectors, vectors that are only scaled during a linear transformation. The presentation illustrates the...
Instructional Video12:51
1
1
3Blue1Brown

Change of Basis | Essence of Linear Algebra, Chapter 9

11th - Higher Ed Standards
It is all about perspective. A video introduces the idea that the view of a vector all depends upon the perspective of the basis vectors. Knowing how to go from one coordinate system's basis vectors to another system's basis vectors...
Instructional Video13:10
1
1
3Blue1Brown

Cross Products in the Light of Linear Transformations | Essence of Linear Algebra Chapter 8 Part 2

11th - Higher Ed Standards
What do cross products and parallelpipeds have in common? The video discusses the geometric representation of the cross product. The geometric interpretation explains why the computational trick in calculating the cross product works.
Instructional Video8:54
1
1
3Blue1Brown

Cross Products | Essence of Linear Algebra, Chapter 8

11th - Higher Ed
Equate the area of a parallelogram with the magnitude. The 11th installment in a 15-video series introduces the concept of the cross product of two vectors. The presentation makes the geometric connection between the cross product, the...
Instructional Video14:12
1
1
3Blue1Brown

Dot Products and Duality | Essence of Linear Algebra, Chapter 7

11th - Higher Ed Standards
The dot product of two matrices is a number on the number line, its transformation. The resource presents the dot product as a linear transformation from two dimensions to one dimension. The video uses the numerical and graphical...