Instructional Video4:36
SciShow

You're Losing Bones Right Now

12th - Higher Ed
You would think that almost everyone has the same exact number of bones in their body, but that number is different, and changing, in everyone!
Instructional Video8:52
3Blue1Brown

Circle Division Solution

12th - Higher Ed
Moser's circle problem, and its solution.
Instructional Video19:43
3Blue1Brown

Fractals are typically not self-similar

12th - Higher Ed
What exactly are fractals? A common misconception is that they are shapes which look exactly like themselves when you zoom in. In fact, the definition has something to do with the idea of "fractal dimension".
Instructional Video21:35
3Blue1Brown

Fractals are typically not self-similar

12th - Higher Ed
What exactly are fractals? A common misconception is that they are shapes which look exactly like themselves when you zoom in. In fact, the definition has something to do with the idea of "fractal dimension".
Instructional Video5:15
TED-Ed

TED-Ed: Which voting system is the best?

Pre-K - Higher Ed
Imagine we want to build a new space port at one of four recently settled Martian bases, and are holding a vote to choose its location. Of the 100 colonists on Mars, 42 live on West Base, 26 on North Base, 15 on South Base, and 17 on...
Instructional Video13:58
3Blue1Brown

Binary, Hanoi and Sierpinski, part 1

12th - Higher Ed
How couting in binary can solve the famous tower's of hanoi problem.
Instructional Video6:13
3Blue1Brown

e to the pi i, a nontraditional take (old version)

12th - Higher Ed
The enigmatic equation e^{pi i} = -1 is usually explained using Taylor's formula during a calculus class. This video offers a different perspective, which involves thinking about numbers as actions, and about e^x as something which turns...
Instructional Video12:18
3Blue1Brown

Binary, Hanoi and Sierpinski - Part 1 of 2

12th - Higher Ed
How couting in binary can solve the famous tower's of hanoi problem.
Instructional Video2:07
TED-Ed

TED-Ed: Mysteries of vernacular: Zero - Jessica Oreck and Rachael Teel

Pre-K - Higher Ed
Though the first written number system can be dated back to 2500 years ago in Mesopotamia, a zero-like symbol did not appear until 7th century CE India. Jessica Oreck and Rachael Teel track the evolution of zero from a dot to the symbol...
Instructional Video6:13
3Blue1Brown

Understanding e to the pi i

12th - Higher Ed
The enigmatic equation e^{pi i} = -1 is usually explained using Taylor's formula during a calculus class. This video offers a different perspective, which involves thinking about numbers as actions, and about e^x as something which turns...
Instructional Video4:10
SciShow

Plants. Can't. Count. - ...except they kinda can...

12th - Higher Ed
It seems silly to ask if plants can count, but even the New York Times has called Venus flytraps 'Plants That Can Count.' Is counting a thing plants can do?
Instructional Video4:24
TED-Ed

TED-Ed: How high can you count on your fingers? (Spoiler: much higher than 10) - James Tanton

Pre-K - Higher Ed
How high can you count on your fingers? It seems like a question with an obvious answer. After all, most of us have ten fingers -- or to be more precise, eight fingers and two thumbs. This gives us a total of ten digits on our two hands,...
Instructional Video4:39
SciShow

You're Losing Bones Right Now

12th - Higher Ed
You would think that almost everyone has the same exact number of bones in their body, but that number is different, and changing, in everyone!
Instructional Video4:47
TED-Ed

TED-ED: What's an algorithm? - David J. Malan

Pre-K - Higher Ed
An algorithm is a method of solving problems both big and small. Though computers run algorithms constantly, humans can also solve problems with algorithms. David J. Malan explains how algorithms can be used in seemingly simple...
Instructional Video2:52
SciShow Kids

What Is the Milky Way?

K - 5th
Jessi and Squeaks explore our home galaxy, The Milky Way!
Instructional Video1:55
MinutePhysics

How to Count Infinity

12th - Higher Ed
"Some infinities are bigger than other infinities" - Hazel Grace Lancaster, in "The Fault in Our Stars," by John Green
Instructional Video4:47
TED-Ed

TED-Ed: Can you solve the Leonardo da Vinci riddle? - Tanya Khovanova

Pre-K - Higher Ed
You've found Leonardo da Vinci's secret vault, secured by a series of combination locks. Fortunately, your treasure map has three codes: 1210, 3211000, and. . . hmm. The last one appears to be missing. Can you figure out the last number...
Instructional Video5:13
SciShow Kids

Life as a Tree!

K - 5th
Did you know you can read the story of a tree's life? By looking at a tree's rings, you can figure out way more than just how old it is! Jessi and Squeaks are here to show you what to look for next time you're on a hike and find a tree...
Instructional Video1:18
Curated Video

Revolutionary Technology for Accurate Vehicle Occupancy Counting

Pre-K - Higher Ed
Laser Optical Engineering at Loughborough University has developed an innovative technique for accurately counting the number of people inside moving vehicles. Unlike traditional methods that require large staff or expensive...
Instructional Video2:24
Curated Video

The Romans and Numerals

6th - 12th
Though they were great engineers, the Romans were terrible mathematicians. They relied on the knowledge of their Greek slaves, and rather than developing maths, came up with one of the most awkward numerical notation systems known to...
Instructional Video3:00
Curated Video

Numbers: Animal Maths

6th - 12th
See monkeys do addition and parrots count... but is this mathematical ability really what it seems? Explore animals' ability to do simple maths. Maths - Number A Twig Math Film. Reinforce and extend the learning required by the...
Instructional Video2:57
Curated Video

Why Do We Count in Tens?

6th - 12th
Find out why our metric system is based on the number ten. Is it the best number to count on? Or could the reason be more biological than mathematical? Maths - Number A Twig Math Film. Reinforce and extend the learning required by the...
Instructional Video2:47
Curated Video

Numbers: Life Without Numbers

6th - 12th
Modern life seems impossible without numbers. But one Aboriginal tribe has avoided the development of maths and still lives with only the simplest counting system... Maths - Number A Twig Math Film. Reinforce and extend the learning...
Instructional Video3:30
Curated Video

Chinese Development of Maths

6th - 12th
Chinese maths developed independently of the West – but with similar outcomes. Discover the parallels between East and West, and why it appears that Chinese mathematicians often got there first. Maths - History Of Maths A Twig Math Film....