Instructional Video4:41
3Blue1Brown

Three-dimensional linear transformations: Essence of Linear Algebra - Part 5 of 15

12th - Higher Ed
How to think of 3x3 matrices as transforming 3d space
Instructional Video14:11
3Blue1Brown

Dot products and duality | Essence of linear algebra, chapter 7

12th - Higher Ed
What is the dot product? What does it represent? Why does it have the formula that it does? All this is explained visually.
Instructional Video14:11
3Blue1Brown

Dot products and duality | Essence of linear algebra, chapter 9

12th - Higher Ed
What is the dot product? What does it represent? Why does it have the formula that it does? All this is explained visually.
Instructional Video4:27
3Blue1Brown

Nonsquare matrices as transformations between dimensions | Essence of linear algebra, chapter 8

12th - Higher Ed
How do you think about a non-square matrix as a transformation?
Instructional Video12:22
TED Talks

TED: 5 transformational policies for a prosperous and sustainable world | Johan Rockstrom

12th - Higher Ed
In a talk about how we can build a robust future without wrecking the planet, sustainability expert Johan Rockstrom debuts the Earth3 model -- a new methodology that combines the UN Sustainable Development Goals with the nine planetary...
Instructional Video16:33
TED Talks

Lord Nicholas Stern: The state of the climate — and what we might do about it

12th - Higher Ed
How can we begin to address the global, insidious problem of climate change — a problem that's too big for any one country to solve? Economist Nicholas Stern lays out a plan, presented to the UN's Climate Summit in 2014, showing how the...
Instructional Video13:46
3Blue1Brown

Dot products and duality: Essence of Linear Algebra - Part 9 of 15

12th - Higher Ed
What is the dot product? What does it represent? Why does it have the formula that it does? All this is explained visually.
Instructional Video4:26
3Blue1Brown

Nonsquare matrices as transformations between dimensions | Essence of linear algebra, footnote

12th - Higher Ed
How do you think about a non-square matrix as a transformation?
Instructional Video10:02
3Blue1Brown

The determinant: Essence of Linear Algebra - Part 6 of 15

12th - Higher Ed
The determinant has a very natural visual intuition, even though it's formula can make it seem more complicated than it really is.
Instructional Video10:03
3Blue1Brown

Matrix multiplication as composition | Essence of linear algebra, chapter 4

12th - Higher Ed
How to think about matrix multiplication visually as successively applying two different linear transformations.
Instructional Video4:23
3Blue1Brown

Nonsquare matrices as transformations between dimensions: Essence of Linear Algebra - Part 8 of 15

12th - Higher Ed
How do you think about a non-square matrix as a transformation?
Instructional Video10:02
3Blue1Brown

The determinant | Essence of linear algebra, chapter 5

12th - Higher Ed
The determinant has a very natural visual intuition, even though it's formula can make it seem more complicated than it really is.
Instructional Video4:45
3Blue1Brown

Three-dimensional linear transformations | Essence of linear algebra, footnote

12th - Higher Ed
How to think of 3x3 matrices as transforming 3d space
Instructional Video4:46
3Blue1Brown

Three-dimensional linear transformations | Essence of linear algebra, chapter 5

12th - Higher Ed
How to think of 3x3 matrices as transforming 3d space
Instructional Video10:03
3Blue1Brown

Matrix multiplication as composition: Essence of Linear Algebra - Part 4 of 15

12th - Higher Ed
How to think about matrix multiplication visually as successively applying two different linear transformations.
Instructional Video10:58
3Blue1Brown

Linear transformations and matrices | Essence of linear algebra, chapter 3

12th - Higher Ed
When you think of matrices as transforming space, rather than as grids of numbers, so much of linear algebra starts to make sense.
Instructional Video10:03
3Blue1Brown

The determinant | Essence of linear algebra, chapter 6

12th - Higher Ed
The determinant has a very natural visual intuition, even though it's formula can make it seem more complicated than it really is.
Instructional Video7:46
Curated Video

Java Multithreading and Parallel Programming Masterclass - Introducing RxJava Framework (In a Nutshell)

Higher Ed
This video helps in introducing the RxJava framework (in a nutshell).
Instructional Video2:32
Curated Video

Transformations: Skateboarding

6th - 12th
Watch how a skateboard shape is transformed when tricks are performed, by sliding, rotation and reflection. Maths - Shape A Twig Math Film. Reinforce and extend the learning required by the curriculum. Twig’s math films show abstract...
Instructional Video2:05
Curated Video

Geometry and Measurements: Geometric Transformation

K - 8th
By the end of this learning object, the student will be able to: Summarize the lesson.87618
Instructional Video2:13
Curated Video

Geometry and Measurements: The Translation of a Point and a Line Segment

K - 8th
By the end of this learning object, the student will be able to: Identify the translation of a point and a line segment.87118
Instructional Video13:59
Curated Video

Blender to Unreal Engine - 3D Plants and Vegetation - Using Modifiers to 3D Model a Flower

Higher Ed
In this lesson, we will be using another one of Blender's modifiers to create radial symmetry in our flower petals. This clip is from the chapter "Purple Flower 3D Foliage" of the series "Blender to Unreal Engine - 3D Plants and...
Instructional Video4:22
Curated Video

The Four Transformations in Math

3rd - Higher Ed
This video explains how to understand the four transformations in maths: translation, rotation, reflection, and enlargement. Two sets of practice questions are provided at the end of the video: performing and describing transformations.
Instructional Video3:35
Curated Video

Transformations: Translations, Reflections, and Rotations

9th - Higher Ed
Transformations are a fundamental concept in mathematics, but they can be confusing for beginners. In this video, I'll give you a clear and concise introduction to translations, reflections, and rotations. You'll learn what...