Instructional Video7:39
PBS

Are Prime Numbers Made Up?

12th - Higher Ed
Is math real or simply something made up by mathematicians? You can't physically touch a number yet using numbers we're able to build skyscrapers and launch rockets into space. Mathematician Kelsey Houston-Edwards explains this...
Instructional Video8:54
PBS

Can Video Games Become the Next Spectator Sport?

12th - Higher Ed
As our South Korean friends can confirm, video games can most definitely be a spectator sport. But will they ever catch on in a huge way in the good ol' U.S. of A?
Instructional Video4:04
3Blue1Brown

Q&A #2 + Net Neutrality Nuance

12th - Higher Ed
Q&A #2 + Net Neutrality Nuance
Instructional Video10:22
PBS

Singularities Explained

12th - Higher Ed
Mathematician Kelsey Houston-Edwards explains exactly what singularities are and how they exist right under our noses.
Instructional Video26:37
3Blue1Brown

Why does this product equal pi/2? A new proof of the Wallis formula for pi.

12th - Higher Ed
A new and more circularly proof of a famous infinite product for pi.
Instructional Video8:58
PBS

Proving Brouwer's Fixed Point Theorem

12th - Higher Ed
There is a proof for Brouwer's Fixed Point Theorem that uses a bridge - or portal - between geometry and algebra.
Instructional Video5:52
3Blue1Brown

How pi was almost 6.283185

12th - Higher Ed
Happy pi day! Did you know that in some of his notes, Euler used the symbol pi to represent 6.28..., before the more familiar 3.14... took off as a standard?
Instructional Video12:11
Crash Course

Big Data Problems - Crash Course Statistics

12th - Higher Ed
There is a lot of excitement around the field of Big Data, but today we want to take a moment to look at some of the problems it creates. From questions of bias and transparency to privacy and security concerns, there is still a lot to...
Instructional Video13:20
PBS

Can a Chess Piece Explain Markov Chains?

12th - Higher Ed
In this episode probability mathematics and chess collide. What is the average number of steps it would take before a randomly moving knight returned to its starting square?
Instructional Video8:35
PBS

How Many Humans Have the Same Number of Body Hairs?

12th - Higher Ed
Do two people on the planet have the exact same number of body hairs? How about more than two? There's a simple yet powerful mathematical principle that can help you find out the answer. Kelsey Houston-Edwards breaks down the Pigeonhole...
Instructional Video10:14
Crash Course

Z-Scores and Percentiles - Crash Course Statistics

12th - Higher Ed
Today we’re going to talk about how we compare things that aren’t exactly the same - or aren’t measured in the same way. For example, if you wanted to know if a 1200 on the SAT is better than the 25 on the ACT. For this, we need to...
Instructional Video1:13
3Blue1Brown

A Tau Day Sonnet

12th - Higher Ed
An ode to tau in sonnet form.
Instructional Video4:36
SciShow

3 Ways Pi Can Explain Practically Everything

12th - Higher Ed
What’s irrational and never ends? Pi! Hank explains how we need pi to explain some of the most basic but most important principles of the universe, in honor of Pi Day.
Instructional Video12:34
PBS

What is a Random Walk?

12th - Higher Ed
To understand finance, search algorithms and even evolution you need to understand Random Walks.
Instructional Video10:44
PBS

Associahedra: The Shapes of Multiplication

12th - Higher Ed
What happens when you multiply shapes?
Instructional Video19:58
3Blue1Brown

Divergence and curl: The language of Maxwell's equations, fluid flow, and more

12th - Higher Ed
Intuitions for divergence and curl, and where they come up in physics.
Instructional Video12:19
PBS

Infinite Chess

12th - Higher Ed
How long will it take to win a game of chess on an infinite chessboard?
Instructional Video11:09
Crash Course

Supervised Machine Learning - Crash Course Statistics

12th - Higher Ed
We've talked a lot about modeling data and making inferences about it, but today we're going to look towards the future at how machine learning is being used to build models to predict future outcomes. We'll discuss three popular types...
Instructional Video17:00
3Blue1Brown

But WHY is a sphere's surface area four times its shadow?

12th - Higher Ed
Two proofs for the surface area of a sphere
Instructional Video10:18
Curated Video

Mathematical Thinking - Crash Course Statistics

12th - Higher Ed
Today we’re going to talk about numeracy - that is understanding numbers. From really really big numbers to really small numbers, it's difficult to comprehend information at this scale, but these are often the types of numbers we see...
Instructional Video10:14
Crash Course

Unsupervised Machine Learning - Crash Course Statistics

12th - Higher Ed
Today we're going to discuss how machine learning can be used to group and label information even if those labels don't exist. We'll explore two types of clustering used in Unsupervised Machine Learning: k-means and Hierarchical...
Instructional Video12:51
3Blue1Brown

What does genius look like in math? Where does it come from? (Dandelin spheres)

12th - Higher Ed
A beautiful proof of why slicing a cone gives an ellipse.
Instructional Video9:35
Crash Course

Derivatives: Crash Course Physics

12th - Higher Ed
CALCULUS! Today we take our first steps into the language of Physics; mathematics. Every branch of science has its own way to describe the things that it investigates. And, with Physics, that's math. In this episode, Shini talks us...
Instructional Video14:46
PBS

Beyond the Golden Ratio

12th - Higher Ed
You know the Golden Ratio, but what is the Silver Ratio?