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

Angela Bassett on the Water Problem | Breakthrough


2m read
·Nov 11, 2024

A beautiful Earth is covered roughly 70% with water, but only 1% of that is usable by humans for consuming. Water is one of those elements that we need to exist, like oxygen. Coming to this project, one of the things that I've learned is that there's no one solution to the water problem, but there are many. A dialogue about each is important to have.

I would most like this film to be an impetus for inspiring young creative minds, or even mature minds, to come up with innovative ideas to help solve our water problem. First, we have to think about it. We have to be concerned about it. We have to know that there is a problem.

This film is one of contrast. We find a community in California and Arizona where a lifestyle needs to be maintained, that a vast beautiful golf courses and city parks. It's an absolute desert, but somehow they have found a way with money and resources to maintain their particular lifestyle.

But also we find ourselves in Ethiopia, where just two gallons of water a day consumed by individuals requires a six-mile journey to retrieve it. If you're too tired or you're too ill and you can't make that journey, then you are just forced to drink what's before you, and oftentimes that's not clean, it's not fresh water. This means you find a host of illnesses that crop up, basically, the old tale of the haves and the have-nots with water.

It's really basic: we either have fresh clean water and we live, or we don't have it and we perish. All over the world, there are great minds and big hearts who are coming up with ideas and solutions to this increasing problem of lack of water. I see breakthroughs happening all over the world. Wherever there's man and woman and ingenuity and ideas and curiosity and strength of purpose, there are solutions.

More Articles

View All
Manipulating expressions using structure (example 2) | High School Math | Khan Academy
We’re told, suppose ( a + b ) is equal to ( 2a ). Which of these expressions equals ( b - a )? All right, I encourage you to pause the video and see if you can figure that out. Which of these expressions would be equal to ( b - a )? It’s going to just in…
How to Read When You Hate Reading - 5 Tips and Tricks
If you’re anything like me, you like the idea of reading. But when it actually comes time to buckle down, sit on a chair, pick up a book, and read, you have a hard time focusing, let alone really enjoying it. And maybe you’ve thought to yourself, “Well, I…
The Second Inflation Wave is Coming... (Michael Burry's Big Bet for 2024)
Well, you might have seen recently that Michael Barry is back in the news, and that is because he has just released his latest 13F filing, giving us a peek behind the curtain as to what he’s doing with his own stock portfolio. While Michael Barry definite…
15 Things You Buy That Make You Richer
Poor people think that spending money makes you poor, but that’s not a universal truth. When the average person spends money, they do get poorer; but smart and successful people have figured out ways to spend money and get richer because of it. By the end…
Whole number divided by a fraction example
Let’s see if we can figure out what four divided by two-thirds is. And like always, pause this video and see if you can figure it out on your own. Well, one way to approach it is to realize that this is the same thing as four times the reciprocal of two-…
Proof of the derivative of cos(x) | Derivative rules | AP Calculus AB | Khan Academy
What I’m going to do in this video is make a visual argument as to why the derivative with respect to X of cosine of x is equal to sin of X. We’re going to base this argument on a previous proof we made that the derivative with respect to X of sin of X is…