Instructional Video8:52
3Blue1Brown

Circle Division Solution

12th - Higher Ed
Moser's circle problem, and its solution.
Instructional Video11:46
PBS

Proving Pick's Theorem

12th - Higher Ed
What is Pick's Theorem and how can we prove it?
Instructional Video13:10
PBS

Solving the Wolverine Problem with Graph Coloring

12th - Higher Ed
At one time, Wolverine served on four different superhero teams. How did he do it? He may have used graph coloring.
Instructional Video10:03
PBS

Instant Insanity Puzzle

12th - Higher Ed
Imagine you have four cubes, whose faces are colored red, blue, yellow, and green. Can you stack these cubes so that each color appears exactly once on each of the four sides of the stack?
Instructional Video12:04
PBS

The Secrets of Feynman Diagrams

12th - Higher Ed
Unlock the secrets of Feynman Diagrams. Part 5 in our Quantum Field Theory series.
Instructional Video19:36
3Blue1Brown

Science YouTubers attempting a graph theory puzzle

12th - Higher Ed
A classic puzzle in graph theory, the "Utilities problem", a description of why it is unsolvable on a plane, and how it becomes solvable on surfaces with a different topology.
Instructional Video8:52
3Blue1Brown

Circle Division Solution: Circle Division - Part 2 of 2

12th - Higher Ed
Moser's circle problem, and its solution.
Instructional Video7:26
3Blue1Brown

Euler's Formula and Graph Duality - Part 2 of 4

12th - Higher Ed
A very clever proof of Euler's characteristic formula using spanning trees.
Instructional Video9:02
PBS

Quantum Vortices and Superconductivity + Challenge Answers

12th - Higher Ed
Scientists studying quantum vortices and their impact on superconductivity just won the Nobel Prize.
Instructional Video5:28
SciShow

We Used 1800s Math to Solve One of Jupiter’s Biggest Mysteries

12th - Higher Ed
Jupiter's storms cover the planet, but the ones at the planet’s poles have mystified astronomers for years: why haven’t they merged together yet?
Instructional Video3:35
TED-Ed

TED-Ed: Why are manhole covers round? - Marc Chamberland

Pre-K - Higher Ed
Why are most manhole covers round? Sure it makes them easy to roll, and slide into place in any alignment. But there's another, more compelling reason, involving a peculiar geometric property of circles and other shapes. Marc Chamberland...
Instructional Video7:27
3Blue1Brown

Euler's Formula and Graph Duality

12th - Higher Ed
A very clever proof of Euler's characteristic formula using spanning trees.
Instructional Video25:58
Curated Video

Identify properties of quadrilaterals

Pre-K - Higher Ed
Pupil outcome: I can use different properties to identify and sort quadrilaterals. Key learning points: - Quadrilaterals always have four sides, vertices and angles. - Quadrilaterals always have straight sides and sharp vertices. -...
Instructional Video25:57
Curated Video

Recognise and sort polygons

Pre-K - Higher Ed
Pupil outcome: I can explain what a polygon is and sort polygons in different ways. Key learning points: - A polygon has straight sides. - The sides of a polygon meet at vertices. - A polygon is a 2D shape. - Polygons can be sorted in...
Instructional Video26:35
Curated Video

Identify properties of triangles

Pre-K - Higher Ed
Pupil outcome: I can use different properties to identify and sort triangles. Key learning points: - Triangles always have three sides, vertices and angles. - Triangles always have straight sides and sharp vertices. - Triangles can have...
Instructional Video29:54
Curated Video

Discuss and compare 3D shapes

Pre-K - Higher Ed
Pupil outcome: I can discuss and compare the properties of 3D shapes. Key learning points: - 3D shapes can be discussed and compared by their properties. - The properties of 3D shapes are the faces, edges and vertices. - 3D shapes can be...
Instructional Video28:58
Curated Video

Explore, discuss and compare 2D shapes

Pre-K - Higher Ed
Pupil outcome: I can explore, discuss, compare and sort 2D shapes. Key learning points: - Use everyday language to compare shapes e.g. wide, narrow, tall, short. - Be able to count the sides and vertices of different 2D shapes. -...
Instructional Video30:30
Curated Video

Find different ways to sort 3D shapes

Pre-K - Higher Ed
Pupil outcome: I can find different ways to sort 3D shapes. Key learning points: - 3D shapes can be sorted by their properties - The properties of 3D shapes are the faces, edges and vertices
Instructional Video30:23
Curated Video

Explore, discuss and identify shapes that are and are not triangles

Pre-K - Higher Ed
Pupil outcome: I can say if a shape is a triangle or not and explain why. Key learning points: - Use everyday language to describe what different shapes look like. - Identify shapes that are triangles because they have 3 straight sides...
Instructional Video34:51
Curated Video

Explore, discuss and identify shapes that are and are not rectangles

Pre-K - Higher Ed
Pupil outcome: I can say if a shape is a rectangle or not and explain why. Key learning points: - Rectangles have 4 straight sides. - Rectangles have 4 vertices that are all the same. They are square corners. - A square is a special type...
Instructional Video3:34
Curated Video

Plotting Points on a Graph | 5.G.A.2 | Grade 5 Math 💛💙

9th - 12th
In this math video we will be plotting points on a graph. We will learn that an ordered pair is written in the form (x, y) where x tells us the horizontal distance to travel right from the origin followed by a vertical distance of y. We...
Instructional Video2:17
Curated Video

Cubist Art

6th - 12th
How Cubist artists used geometry to represent a form in its purest way using geometric shapes such as the cone, cylinder and sphere. Maths - Shape A Twig Math Film. Reinforce and extend the learning required by the curriculum. Twig’s...
Instructional Video3:09
Curated Video

Polyhedra: Platonic Solids

6th - 12th
A special set of symmetrical solid shapes that were once thought to be the building blocks of the Universe – what are the characteristics of the Platonic Solids? Includes summing of interior angles. Maths - Shape A Twig Math Film....
Instructional Video3:31
Curated Video

The Seven Bridges of Konigsberg

6th - 12th
An early precursor to topology, this problem asks, 'is it possible to cross each of the town's bridges exactly once?' and led to the development of Eulerian paths. Maths - Shape A Twig Math Film. Reinforce and extend the learning...