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

Watch National Geographic Staff Answer Nearly Impossible Geography Questions | National Geographic


2m read
·Nov 11, 2024

From the National Geographic headquarters in Washington, DC, welcome to the 29th National Geographic Bee. What are we doing here?

The 4th grade! I was a participant of the GOP, so I might be pretty good at it. So let's go!

Friday, more than 40 species of cacti can be found in the Guadalupe Mountains, located in a desert that extends from Mexico into Texas, New Mexico, and Arizona. Name this desert.

Skip that. We get to pass. It's for Wallman desert. That is correct.

Beta! Alaska's Koontz new wilderness area, located on Admiralty Island, has one of the highest concentrations of brown bears in the world. This wilderness area lies 50 miles south of what important city?

Fairbanks! I didn't study; I should have studied more! People actually get these—kids get these.

Juno! Juno! The correct answer! That is right! Did you know? Yeah, do you know? No, Fairbanks! Do you know Juno? Juno!

I'il on the glacial forces that created the waterways and rocky outcrops that define the Boundary Waters Canoe Area Wilderness also created a large lake near its eastern border. Name this lake.

Repeat the question. Repeat the question, please!

Which is the next question? Is it one of the five?

Greatly! Who is supposed to get these? Superior?

Yeah! Lake Superior! It makes an appear— that is the superior answer.

Yes! The Oder River flows through a lagoon into what sea?

The sea—the flowing nature—Baltic Sea!

The Baltic Sea! You are the Black Sea!

Baltic! That's what I said!

Isla de la Juventud is part of which country, dealer?

What? I'm going to say Brazil. That's right!

Scientists are planning to reintroduce tigers to Central Asia fifty years after they became extinct in the region. One potential site for reintroduction is the Almaty region in which country?

I was not paying attention. What do you have?

Kazakhstan! The correct answer is Kazakhstan! Ready? Kazakhstan!

Let me know when they do the general accepted accounting principle quiz. Then I'll come back down.

[Music]

More Articles

View All
Creating scale drawings | Geometry | 7th grade | Khan Academy
Sue is a software engineer. She wants to create a large-scale drawing of a processor inside a cell phone. The processor is a square chip, nine millimeters on each side. Draw the processor such that one unit on the grid below represents one half of a milli…
Cyrus the Great establishes the Achaemenid Empire | World History | Khan Academy
As we enter into the 6th Century BCE, the dominant power in the region that we now refer to as Iran was the Median Empire. The Median Empire, I’ll draw the rough border right over here, was something like that, and you can see the dominant region of Media…
Geometric random variables introduction | Random variables | AP Statistics | Khan Academy
So, I have two different random variables here, and what I want to do is think about what type of random variables they are. So, this first random variable X is equal to the number of sixes after 12 rolls of a fair die. Well, this looks pretty much like …
What Does Freedom Mean to You? | The Story of Us
Freedom is different things to different people. What do you think freedom is? [Music] Dear Slaw, Paul de Leeuw, betta em, but I feel of its own oxygen. Freedom, I don’t know who was attempting bullets. Na la libertad me is so I’ll see. Ali effective a …
Khan Academy Best Practices for Supporting Students in Special Education
Hi everyone, this is Jeremy Shieffling from Khan Academy. Hope you’re having a good hump day! I know we’re kind of in a hump season right now, trying to get over this big thing as a society. So I appreciate you making time out of everything going on in yo…
Q&A With Grey: Millenia of Human Attention Edition
Hello Internet! I asked for questions, and boy, did you deliver with more than 7,000, so, let’s get started. Question: Immortality! Aging is a degenerative fatal disease of the genes in the same way Parkinson’s is. We’re trying to cure Parkinson’s with g…