Instructional Video9:45
Bozeman Science

Thinking in Structure and Function: Level 4 - Structures at Varying Scale

12th - Higher Ed
in this video Paul Andersen shows conceptual thinking in a mini-lesson on INSERTTITLEHERE. TERMS Complex structures - structures that consist of many different and connected parts Microscopic structures - structures that are so small it...
Instructional Video26:20
3Blue1Brown

Ever wonder how Bitcoin (and other cryptocurrencies) actually work?

12th - Higher Ed
How does bitcoin work? What is a "block chain"? What problem is this system trying to solve, and how does it use the tools of cryptography to do so?
Instructional Video15:33
3Blue1Brown

Implicit differentiation, what's going on here? | Chapter 6, Essence of calculus

12th - Higher Ed
How to think about implicit differentiation in terms of functions with multiple inputs, and tiny nudges to those inputs.
Instructional Video4:08
3Blue1Brown

e^(iπ) in 3.14 minutes, using dynamics | DE5

12th - Higher Ed
A quick explanation of e^(pi i) in terms of motion and differential equations
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 Video13:32
PBS

The Mathematics of Diffie-Hellman Key Exchange

12th - Higher Ed
Symmetric keys are essential to encrypting messages. How can two people share the same key without someone else getting a hold of it? Upfront asymmetric encryption is one way, but another is Diffie-Hellman key exchange.
Instructional Video20:45
3Blue1Brown

Integration and the fundamental theorem of calculus | Chapter 8, Essence of calculus

12th - Higher Ed
What is integration? Why is it computed as the opposite of differentiation? What is the fundamental theorem of calculus?
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 Video2:43
SciShow

The Secret of Your "Junk," Revealed!

12th - Higher Ed
Hank brings us breaking news from a team of geneticists working on figuring out what all that "junk DNA" in the human genome really is - turns out it's not junk after all.
Instructional Video15:20
TED Talks

TED: The architectural mastermind behind modern Singapore | Liu Thai Ker

12th - Higher Ed
Cities designed like families can last for generations. Skeptical? Look to master architect Liu Thai Ker, who transformed Singapore into a modern marvel with his unique approach to sustainable urban design. Liu shares creative wisdom and...
Instructional Video13:50
3Blue1Brown

What's so special about Euler's number e? | Essence of calculus, chapter 5

12th - Higher Ed
What is the derivative of a^x? Why is e^x its own derivative? This video shows how to think about the rule for differentiating exponential functions.
Instructional Video16:46
3Blue1Brown

Abstract vector spaces | Essence of linear algebra, chapter 15

12th - Higher Ed
What is a vector space? Even though they are initial taught in the context of arrows in space, or with vectors being lists of numbers, the idea is much more general and far-reaching.
Instructional Video10:53
TED Talks

Joy Wolfram: How nanoparticles could change the way we treat cancer

12th - Higher Ed
Ninety-nine percent of cancer drugs never make it to tumors, getting washed out of the body before they have time to do their job. How can we better deliver life-saving drugs? Cancer researcher Joy Wolfram shares cutting-edge medical...
Instructional Video3:36
SciShow

Do I Only Use 10% of My Brain?

12th - Higher Ed
SciShow debunks the myth that you only use 10 percent of your brain. So, how much do you really use? And how do we know?
Instructional Video4:03
TED-Ed

TED-Ed: Coneheads, egg stacks and anteater attacks: The reign of a termite queen | Barbara Thorne

Pre-K - Higher Ed
A single determined termite braves countless threats to participate in the only flight of her lifetime. She evades the onslaught of predators as she lands, flips off her wings, secretes pheromones, and attracts a mate. But she's not...
Instructional Video8:35
Crash Course

Émile Durkheim on Suicide & Society: Crash Course Sociology

12th - Higher Ed
Now that we’ve talked a little bit about how sociology works, it’s time to start exploring some of the ideas of the discipline’s founders. First up: Émile Durkheim. We’ll explain the concept of social facts and how Durkheim framed...
Instructional Video18:52
SciShow

The Many Functions of Fungi | Compilation

12th - Higher Ed
There’s no denying that fungus is all around us all the time. And not all of it is helpful, but neither is all of it harmful. Here are some of the many functions of fungi.
Instructional Video4:38
SciShow

The Oldest Known Animal May Be a Weird, Fleshy Oval | SciShow News

12th - Higher Ed
Dickinsonia might be the oldest known member of the animal kingdom, and the origin of birdsongs from the syrinx might be a little less mysterious.
Instructional Video4:35
SciShow

Optogenetics: Using Light to Control Your Brain

12th - Higher Ed
Optogenetics may allow us to use light like a remote control for our brains, and treat diseases like retinitis pigmentosa.
Instructional Video4:45
TED-Ed

TED-ED: What are mini brains? - Madeline Lancaster

Pre-K - Higher Ed
Shielded by our thick skulls and swaddled in layers of protective tissue, the human brain is extremely difficult to observe in action. Luckily, scientists can use brain organoids - pencil-eraser-sized masses of cells that function like...
Instructional Video17:04
3Blue1Brown

Essence of calculus, chapter 1

12th - Higher Ed
An overview of what calculus is all about, with an emphasis on making it seem like something students could discover for themselves. The central example is that of rediscovering the formula for a circle's area, and how this is an...
Instructional Video16:20
TED Talks

Cynthia Kenyon: Experiments that hint of longer lives

12th - Higher Ed
What controls aging? Biochemist Cynthia Kenyon has found a simple genetic mutation that can double the lifespan of a simple worm, C. elegans. The lessons from that discovery, and others, are pointing to how we might one day significantly...
Instructional Video16:18
TED Talks

Emma Teeling: The secret of the bat genome

12th - Higher Ed
In Western society, bats are often characterized as creepy, even evil. Zoologist Emma Teeling encourages us to rethink common attitudes toward bats, whose unique and fascinating biology gives us insight into our own genetic makeup.
Instructional Video3:44
SciShow

The “Devil’s Staircase” Shows Why Earthquakes Are Hard to Predict

12th - Higher Ed
Devastating earthquakes happen every year, and it's difficult to predict when they will happen. But they do follow one mathematical pattern known as the Devil's staircase.