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

Symbiosis: A surprising tale of species cooperation - David Gonzales


2m read
·Nov 9, 2024

Are you familiar with the word symbiosis? It's a fancy term for a partnership between two different species, such as bees and flowers. In a symbiosis, both species depend on each other.

I want to tell you about a remarkable symbiosis between a little bird, the Clark's nutcracker, and a big tree, the whitebark pine. Whitebark grow in the mountains of Wyoming, Montana and other western states. They have huge canopies and lots of needles, which provide cover and shelter for other plants and animals, and whitebark feed the forest. Their cones are packed with protein. Squirrels gnaw the cones from the upper branches so they fall to the ground, and then race down to bury them in piles, or middens. But they don't get to keep all of them; grizzlies and black bears love finding middens.

But there's more to a symbiosis than one species feeding another. In the case of the Clark's nutcracker, this bird gives back. While gathering its seeds, it also replants the trees. Here's how it works: using her powerful beak, the nutcracker picks apart a cone in a treetop, pulling out the seeds. She can store up to 80 of them in a pouch in her throat. Then she flies through the forest looking for a place to cache the seeds an inch under the soil in piles of up to eight seeds.

Nutcrackers can gather up to 90,000 seeds in the autumn, which they return for in the winter and spring. And these birds are smart. They remember where all those seeds are. They even use landmarks on the landscape -- trees, stumps, rocks -- to triangulate to caches buried deep under the snow. What they don't go back and get, those seeds become whitebark.

This symbiosis is so important to both species that they've changed, or evolved, to suit each other. Nutcrackers have developed long, tough beaks for extracting seeds from cones, and whitebarks' branches all sweep upwards with the cones at the very ends, so they can offer them to the nutcrackers as they fly by. That's a symbiosis: Two species cooperating to help each other for the benefit of all.

More Articles

View All
This Indigenous Practice Fights Fire with Fire | Podcast | Overheard at National Geographic
What you’re hearing is the sound of grass burning in a dense forest in northern California. It’s full of coniferous trees, brush, and shrubs, and tons of branches, and tons of dried out foliage, because the area is so dried up thanks to the warming climat…
A Forest Garden With 500 Edible Plants Could Lead to a Sustainable Future | Short Film Showcase
[Music] If you do nothing to a piece of land in tempered climates, it will become a forest. The forces of nature are actively moving the land towards a balanced, sustainable, and resilient ecosystem. This is called succession. In southwest England, an un…
Donating a Kidney to a Stranger | National Geographic
You’re donating your kidney to– A stranger. Right. [MUSIC PLAYING] I think the coolest part about donating a kidney to a stranger is I may have absolutely nothing in common with my recipient. Organ transplants cross racial divides, social divides, politic…
Density Curves | Modeling data distributions | AP Statistics | Khan Academy
What we’re going to do in this video is think about how to visualize distributions of data, then to analyze those visualizations, and we will eventually get to something known as a density curve. But let’s start with a simple example just to review some c…
How To Invest In Real Estate: The ULTIMATE Guide to Calculating Cashflow (EASY)
What’s up you guys? It’s Graham here. So I realize that this video is very, very, very long overdue because I’ve been making three YouTube videos every single week for over two years, and I’ve yet to make a video about how to analyze the cash flow of a re…
Partial sums: formula for nth term from partial sum | Series | AP Calculus BC | Khan Academy
Partial sum of the series we’re going from one to infinity summing it up of a sub n is given by, and they tell us the formula for the sum of the first n terms. They say write a rule for what the actual nth term is going to be. Now to help us with this, l…