yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Creativity break: how have you used creative communication to solve a problem? | Khan Academy


2m read
·Nov 10, 2024

[Music] I've used creative communication to solve problems related to especially people learning different science. For example, in chemistry, people sometimes have a hard time understanding subatomic particles and molecules and atoms, and making those connections between quantities and numbers.

So instead of jumping right into that, which can be very difficult for people, I've learned to be creative and use analogies or relate that to something that is more accessible, such as cooking or money or building something. Then, when people can make the relation between something large and familiar to something small or subatomic and unfamiliar, it makes it easier for them to make those connections and build upon that knowledge.

Several years ago, I started making videos of myself explaining biology and entomology in language that was accessible and familiar to people my age and people who don't fit the stereotypical model of a scientist. It's a choice that I'm really glad that I made.

Actually, I've received so much positive feedback about videos no more complicated than me holding a bug in front of a camera and actually just like this, me literally holding a bug in front of a camera and explaining what makes it tick. Note to self: I should make a video about what makes ticks tick; that'd be pretty cool.

Wait, sorry, there's nothing here nor there. Um, the point of what I'm saying is the choice not to excise my personality, the choice to bring all of my quirkiness into how I communicate, is what seems to make the difference. A big part of being creative really can be just figuring out how to bring all of you to whatever it is that you choose to do. [Music]

More Articles

View All
Quadratic approximation example
When we last left off in the riveting saga of quadratic approximations of multivariable functions, we were approximating a two-variable function f of x, y, and we ended up with this pretty monstrous expression. Because it’s written in its full abstract fo…
7 Awesome WoW Facts
Hey, Vsauce. Michael here with a special fact-filled video celebrating World of Warcraft and Cataclysm. Now, even if you’ve never played the game, I’ve got seven awesome things that are sure to titillate. To say so much in fact, I had to bring in some fri…
WHACK REBECCA BLACK! .. and more: DONG!
Vsauce. Today on my subway ride into work, I earned the very final star I needed in Angry Birds. But I know what you’re thinking. “Michael, I don’t care. I want things I can do online now, gosh!” DONG. Let’s begin with Leanback. That’s right, there’s a …
Constructing exponential models: percent change | Mathematics II | High School Math | Khan Academy
Cheppy is an ecologist who studies the change in the narwhal population of the Arctic Ocean over time. She observed that the population loses 5.6% of its size every 2.8 months. The population of narwhals can be modeled by a function n, which depends on th…
Network is the key to selling corporate jets.
You sell some really expensive stuff. Take us through the process of how you sell it. It takes many, many years of building that network because the network is key. You have to get to know people who have these assets, and you have to convince them to gi…
Finding zeros of polynomials (1 of 2) | Mathematics III | High School Math | Khan Academy
[Voiceover] So, we have a fifth-degree polynomial here, p of x, and we’re asked to do several things. First, find the real roots. And let’s sort of remind ourselves what roots are. So root is the same thing as a zero, and they’re the x-values that make th…