Instructional Video14:15
3Blue1Brown

What they won't teach you in calculus

12th - Higher Ed
A visual for derivatives which generalizes more nicely to topics beyond calculus. Thinking of a function as a transformation, the derivative measure how much that function locally stretches or squishes a given region.
Instructional Video20:01
SciShow

5 Things You Were Taught Wrong in Elementary School | Compilation

12th - Higher Ed
When you’re learning about science for the first time, it can be easier to break things down into a simpler form, and you can end up with a few misconceptions about the world. But sometimes this is the first step to understanding that...
Instructional Video4:29
Bozeman Science

Inertial Mass

12th - Higher Ed
In this video Paul Andersen explains how inertial mass is defined and measured. When a force is applied to an object or a system it will accelerate. Using Newton's Second Law of Motion (F=ma) you can calculate the inertial mass.
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 Video6:19
Bozeman Science

Calculating the Gravitational Force

12th - Higher Ed
In this video Paul Andersen explains why astronauts are weightless. He also explains how Newton's Universal Law of Gravitation can be used to calculate the gravitational force between objects.
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 Video3:43
SciShow

Happy Tau Day!

12th - Higher Ed
June 28 is Tau Day! Join SciShow as we celebrate circles by exploring the many uses of twice pi.
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 Video5:29
SciShow

A Kilogram Is Now a Kilogram—Forever | SciShow News

12th - Higher Ed
This week in SciShow News, there's a new kilogram in town, and we might be closer to understanding why people love coffee so much!
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 Video4:26
SciShow

How Much Does the Sun Affect Earth’s Climate?

12th - Higher Ed
The sun is obviously a big factor in the earth's weather, but changes in the solar cycle don't always affect our climate in straightforward ways.
Instructional Video19:01
3Blue1Brown

Integration and the fundamental theorem of calculus: Essence of Calculus - Part 8 of 11

12th - Higher Ed
What is integration? Why is it computed as the opposite of differentiation? What is the fundamental theorem of calculus?
Instructional Video5:10
MinutePhysics

Einstein's Biggest Blunder, Explained

12th - Higher Ed
This video is about how Albert Einstein made a mistake when applying the Field Equations of General Relativity to cosmology (in particular, to a static, constant density universe), and solved the problem by introducing the cosmological...
Instructional Video5:19
Be Smart

The Amazing Science of DUST?

12th - Higher Ed
Some of the universe's biggest action is a result of its smallest stuff
Instructional Video2:24
SciShow

Why Does the Cold Make You Pee?

12th - Higher Ed
Not everyone gets a winter as cold (or at the same time) as we do at SciShow, but no matter where you live, you may have wondered why venturing out into the cold often makes you have to pee more often.
Instructional Video3:48
3Blue1Brown

Understanding e to the i pi: Differential Equations - Part 5 of 5

12th - Higher Ed
A quick explanation of e^(pi i) in terms of motion and differential equations
Instructional Video6:50
Bozeman Science

Calculating the Electric Force

12th - Higher Ed
In this video Paul Andersen explains how you can use Coulomb's Law to determine the electric force between two charges. In Physics 1 students should be able to calculate the force between two charges and in Physics 2 students should be...
Instructional Video8:29
Bozeman Science

Electric Field of Parallel Plates

12th - Higher Ed
In this video Paul Andersen explains how the electric field between oppositely and equally charged plates is uniform as long as you are far from the edge. The strength of the electric field can be determined by either the charge of the...
Instructional Video5:02
TED-Ed

TED-Ed: Why don't oil and water mix? - John Pollard

Pre-K - Higher Ed
Salt dissolves in water; oil does not. But why? You can think of that glass of water as a big, bumpin' dance party where the water molecules are always switching dance partners -- and they'd much rather dance with a salt ion. John...
Instructional Video5:02
Bozeman Science

Matter as a Wave

12th - Higher Ed
In this video Paul Andersen explains how matter can act as a wave at the nanoscale. Louis de Broglie showed that the wavelength of matter can be calculated using the momentum of an object and Planck's constant. The Davisson-Germer...
Instructional Video5:07
TED-Ed

TED-Ed: The kingdom hidden in Brazil | Marc Adam Hertzman and Flavio dos Santos Gomes

Pre-K - Higher Ed
In the 1600s, an expansive autonomous settlement called Palmares reached its height in Brazil. It was founded and led by people escaping from slavery, also called maroons. It was one of the world's largest maroon communities, its...
Instructional Video10:28
3Blue1Brown

Visualizing turbulence

12th - Higher Ed
A look at what turbulence is (in fluid flow), and a result by Kolmogorov regarding the energy cascade of turbulence.
Instructional Video12:36
PBS

Quantum Theory's Most Incredible Prediction

12th - Higher Ed
Quantum field theory is notoriously complicated, built from mind-bendingly abstract mathematics. But are the underlying rules of reality really so far from human intuition? Or are physicists just showing off? For better or worse, the...
Instructional Video16:22
3Blue1Brown

The other way to visualize derivatives

12th - Higher Ed
A visual for derivatives which generalizes more nicely to topics beyond calculus. Thinking of a function as a transformation, the derivative measure how much that function locally stretches or squishes a given region.