The Power of Transportation | Origins: The Journey of Humankind

less than 1m read

·Nov 11, 2024

[music playing] [motor revving]

JASON SILVA: What does it take to power a global civilization to connect billions of people across continents? It takes the power of transportation. From the beginning, speed and strength were paramount in the hunt, on the battlefield, for holding together far-flung empires. We sought new forms of power, harnessing the forces of nature to drive us forward—the horse, the wheel, steam power, jet engine. Every new innovation powered our next great leap.

Transportation has become our exoskeleton allowing us to transcend our biology. [music playing] Faster than sound, farther than the moon, our inventions give us a level of power we never imagined. With our machines we carved through solid rock, tunneled beneath the sea floor, connecting the world, mixing distant cultures. Freedom of movement has given us freedom of mind.

The flow of people and materials exposes us to new ideas and new understanding. This is the story of how transportation turned society inside out, how engines and animals powered the rise of civilization, and how the innovations that drive humanity forward made us modern. This is "Origins."

See Whales, the Northern Lights, and Norway’s Pristine Beauty | Short Film Showcase

Ionic solids | Intermolecular forces and properties | AP Chemistry | Khan Academy

View All

Assignment: Uplifted | National Geographic

National Geographic and Mazda started Assignment Inspiration, three quests to challenge photographers to test their ability to tell a compelling visual story and to capture inspiring imagery. Beth, Nina, Sam, congratulations to each of you. Truly a once-…

Volume with cross sections: squares and rectangles (no graph) | AP Calculus AB | Khan Academy

The base of a solid is the region enclosed by the graphs of ( y = -x^2 + 6x - 1 ) and ( y = 4 ). Cross sections of the solid perpendicular to the x-axis are rectangles whose height is ( x ). Express the volume of the solid with a definite integral. So pau…

Powers of products & quotients (integer exponents) | Mathematics I | High School Math | Khan Academy

Do some example raising exponents or products of exponents to various powers, especially when we’re dealing with integer exponents. So let’s say we have (3^8 \cdot 7^{3}), and we want to raise that to the (-2) power. I want you to pause this video and se…

Confucius | The Art of Becoming Better (Self-Cultivation)

Isn’t it the case we should always stay true to ourselves? Which means that we ought to know who we are and organize our lives in ways that are compatible with our personalities? When we look for a partner, for example, we look for someone that we’re comp…

Flying to Cappadocia with my mom 🇹🇷 Trip Vlog 🧑‍✈️

[Music] [Applause] [Music] Suddenly [Music] falling in love, not falling out. I keep on. Each of us [Music] called it. [Music] [Applause] [Music] [Applause] [Music] [Music] Hmm [Music] guys, I want you to look at this view. This is so amazing! This is my …

Warren Buffett: The Big Problem with Dividend Investing

Why won’t you pay a dividend to your shareholders? Well, we think our shareholders 5 years from now will be wealthier counting what they would get from the reinvestment of the dividend. We think they’ll be wealthier if we hold on to the money now. We may…

The Power of Transportation | Origins: The Journey of Humankind

More Articles