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

The power of Moore’s law: Predicting the future | Michio Kaku


2m read
·Nov 3, 2024

One way to predict the future is to look at Moore's law. Moore's Law says that computer power doubles every 18 months. So if you put it on a chart, you can actually see where certain technologies kicked in and where people were ahead of the game or behind the eight ball and lost out, by simply looking at Moore's law.

For example, look at IBM. IBM was king of the heap back in the 1950s. But if you look at Moore's law, you would basically see that supercomputers would be replaced by cell phones. Your cell phone today has more computer power than all of NASA in 1969, when they put two men on the moon. That's the power of Moore's law.

And sure enough, what happened to all the gigantic computers of IBM? They're museum pieces because they didn't see the future. What rose up in the ashes? Microsoft. Microsoft saw that, yes, Moore's law is going to take us into the realm of personal computers. But even they almost missed the boat.

You realize that Bill Gates wrote a bestselling book, The Road Ahead. He was predicting the future. But if you read the book very carefully, you realize there's something missing in that book. And that is the internet. He was predicting a world where we would all have standalone computers, computers that just stood by themselves, but were very powerful. What are those kinds of computers called? They're called museum pieces.

Nobody, nobody has computers today that are not connected to the internet. And so Microsoft almost blew it because they failed to see the coming of the next entry in Moore's law, the coming of small computers that you could put in a cell phone. And they're connected by the internet.

And now, of course, we have yet another revolution coming, and again, Microsoft is playing catch-up to that. And we're talking about 5G technology, where everything is wired up. And it's just not in a cell phone. It's basically everywhere, and it's hooked up to artificial intelligence.

So seeing the feature is actually not so hard. By looking at Moore's law, you could see then we would go from the era of mainframes, to the era of PCs, to the era of the internet, to the era of cell phone five technologies, and next, artificial intelligence.

It don't take a great genius to see that. But so many companies ignore it and think, we're number one. Well, yeah, you're number one temporarily because Moore's law allowed you to become a surfer riding the surf of Moore's law. But when that surf crests, and the next wave comes, unless you can see the future, you go bankrupt.

More Articles

View All
Worked example: Calculating molar mass and number of moles | AP Chemistry | Khan Academy
We are asked to calculate the number of moles in a 1.52 kilogram sample of glucose. So, like always, pause this video and try to figure this out on your own. This periodic table of elements will prove useful. All right. Now, if we’re trying to figure out…
My Investing Plan For 2023 (How To Prepare)
What’s up, Graham? It’s guys here. So 2023 is probably going to be one of the most confusing years for investing. After all, stocks are the cheapest they’ve been in two years, but there’s a chance they could drop even further. Real estate has only starte…
Steve Jobs: How a Dreamer Changed the World
We are delivering today the iPad, the new iMac, the iPod, ioto, MacBook Air, iTunes. It’s a revolutionary. He was one of the most creative and daring CEOs, a global icon who shaped the worlds of technology and media for over 30 years. Computers, music, mo…
Kirsty Nathoo - Managing Startup Finances
Morning everybody! Thank you for coming in at 9 o’clock. It’s an early start. So, as Kevin mentioned, my name is Kirsty Nathu, and I’m the CFO here at Y Combinator. So, I’ve actually helped now 2,000 companies, almost, as they’ve come through Y Combinato…
Adding rational expression: unlike denominators | High School Math | Khan Academy
Pause the video and try to add these two rational expressions. Okay, I’m assuming you’ve had a go at it. Now we can work through this together. So, the first thing that you might have hit when you tried to do it is you realize that they have different de…
Secant lines & average rate of change | Derivatives introduction | AP Calculus AB | Khan Academy
So right over here, we have the graph of ( y ) is equal to ( x^2 ) or at least part of the graph of ( y ) is equal to ( x^2 ). The first thing I’d like to tackle is to think about the average rate of change of ( Y ) with respect to ( X ) over the interval…