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

Plesiosaurs 101 | National Geographic


2m read
·Nov 11, 2024

(water splashes) (ominous music)

  • [Narrator] Sea monsters are considered to be mythical creatures at the center of tall tales. (lighting crackling) But science tells a story of real-life monsters lurking in Earth's prehistoric seas, monsters called plesiosaurs.

Plesiosaurs were ancient marine reptiles that first appeared about 215 million years ago. They belonged in the order Plesiosauria, which is divided into two groups: the long-necked plesiosaurs and the short-necked pliosaurs. Plesiosaurs were massive animals. They grew up to 43 feet long, with large bodies and small, triangular heads with smooth sharp teeth.

Their most signature feature was their long necks. Spanning half the length of their body, plesiosaur necks had up to 76 distinct vertebrae, over 10 times more than that found in humans. Older depictions portray these necks as willowy and snake-like, but recent discoveries have shown that they were, in fact, relatively stiff. This allowed the plesiosaurs to stay streamlined while swimming or while hunting fish, squid, and clams.

While the Plesiosaurs evolved long necks and small heads, their pliosaur cousins went the opposite direction. Their necks were short and their heads were large, measuring up to 10 feet long. But much like plesiosaurs, pliosaurs were massive, growing up to 50 feet long and weighing almost 100,000 pounds.

Despite their large size, pliosaurs were excellent swimmers, capable of reaching speeds near 10 kilometers per hour. Their speed, along with their great size, allowed pliosaurs to become ferocious predators, devouring large marine animals and even other Plesiosauria.

Despite their differences, pliosaurs and plesiosaurs shared a few key features that were characteristic of the genus Plesiosauria. They used all four of their flippers to swim in a form of underwater flight, similar to the movement of a dragonfly. And while they spent their entire lives in the sea, plesiosaurs had no gills. Rather, they were air-breathers, coming up to the surface for oxygen before every dive.

By about 66 million years ago, these powerful predators died out; but today, they continue to be a point of fascination, inspiring legends as grand as the monsters themselves.

More Articles

View All
AP US history short answer example 1 | US History | Khan Academy
So this video is about the short answer section on the AP US History exam. This is a real practice problem from the AP exam, and I’d like to go through it step by step with you to give you an idea of how to approach these problems really well. Each of th…
Alexander the Great conquers Persia | World History | Khan Academy
So, where we left off in the last video, we had Alexander the Great consolidating his power over the Macedonian Empire. In particular, he puts down a rebellion in Thebes, destroys the city, which makes the other city-states of Greece say, “Hey, we’re not …
Dividing 3-digit numbers by 2 digit-numbers | Grade 5 (TX TEKS) | Khan Academy
Let’s get a little bit more practice dividing. So let’s say we want to figure out what 868 divided by 28 is. Pause this video and see if you can figure that out. All right, now let’s work through this together. So we’re going to take 28, we’re going to d…
From CHAOS to CALM | STOIC STRATEGIES for OVERTHINKING RELIEF | STOICISM INSIGHTS
Hello everyone and welcome back to Stoicism Insights! If you’re new here, make sure to subscribe and hit that notification bell so you won’t miss any of our insightful content. Today’s video is a game-changer; we’re tackling a common struggle that many o…
Why You Won’t Become a Millionaire
What’s up you guys? It’s Graham here! Now, we’ve all heard the saying, “You can lead a horse to water, but you can’t make it drink.” The tools are out there right now for you to crush it and make millions of dollars in whatever you want to do. But the rea…
Worked example: alternating series | Series | AP Calculus BC | Khan Academy
What are all positive values of P such that the series converges? So let’s see, we have the sum from n equal 1 to infinity of ((-1)^{n + 1} \frac{p}{6^{n}}). There’s a couple of things that might jump out at you. This ((-1)^{n + 1}) as (n) goes from 1 t…