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

How zero gave us mathematical and philosophical power | Talithia Williams


2m read
·Nov 3, 2024

  • Before zero was a part of mathematics, we really didn't have a need to quantify nothing. Numbers were really just used as a measure of exchange: "I'm gonna give you this number of cattle in exchange for your wheat."

And with the introduction of zero, we went from a very tangible way of thinking about the amount of something to an abstract way. And so, by giving ourselves permission to sit and ponder about nothingness and to give it structure, to give it a value, we also give ourselves permission as a society to think about hard things and complex things and sit in them and define them and change them to solutions that then benefit us all.

Part of what was revolutionary in this transition to numbers being actual objects that we manipulate is that mathematics really became a universal language. Previously, numbers were really just used as placeholders. The way that four pens would be represented would be by some symbol, and five pencils might be represented by a different symbol, but there was no way to take those two symbols and compare them to someone who had, say, five goats or four sheep. This was what was so unique.

Now, I can take the number four and apply it to anything, and it represents the same amount. When you add zero to that, that then gives you the power to think about, well, if I've got zero, can I have less than zero? What does less than zero mean? And so, so much was gained when we were able to harness the power of numerals and then use that to really expand and build on the field of mathematics.

Thinking about zero gives us a framework to think about the absence of things, and it allows us a way to quantify that. It's now allowed us to build mathematical equations like E equals MC squared, for example, in physics that represent the world around us. It represents what we see in nature in a way that everyone understands.

Any time we think about concepts like dark matter or dark energy or black holes, we've never been there. No, we observe the magnetic fields that are happening in space, and through our models, we're able to see that there's a gravitational force that we can't quite explain, but we can quantify through equations and through mathematics.

And so, to sit in void and understand emptiness in zero, mathematics is able to elucidate a world that we would never visit in person. It allows us to understand what's happening at the far reaches of our universe without ever having gone there.

More Articles

View All
Fuzzy Pancakes and More! LÜT #19
Macaroni and cheese scented air fresheners and bacon and egg earrings. It’s episode 19 of LÜT. This clock tells the correct time, except it runs backwards. And Thailand Unique will sell you a bottle of whiskey with a cobra in it, delicious chocolate cove…
4.5 Billion Years in 1 Hour
Earth is 4.5 billion years old – impossible for your brain to truly grasp, so here is an experiment: every second, around 1.5 million years will pass – you’re on a musical train ride looking out the window, passing all of Earth’s history in an hour. Watch…
She Dances With 10,000 Bees on Her Body | National Geographic
For me, wearing the Beast, it’s about communing with another species. I have talked to so many people about fear and bees, and they tell me how they were chased when they were kids because they’d see me wearing the bees. I think that they realize that you…
What Is Life? Is Death Real?
Life is fundamentally different from dead stuff—or is it? Physicist Erwin Schrödinger defined life this way: Living things avoid decay into disorder and equilibrium. What does this mean? Let’s pretend that your download folder is the universe. It started…
Types of competition and marginal revenue | APⓇ Microeconomics | Khan Academy
We’ve already had several videos where we talk about the types of markets that we might look at in economics. At one end, you might have perfect competition. Let’s write perfect comp. This is where you have many firms. What they produce is not differenti…
Common fractions and decimals | Math | 4th Grade | Khan Academy
What we’re going to do in this video is give ourselves practice representing fractions that you’re going to see a lot in life in different ways. So the first fraction we’re going to explore is 1⁄5. Then we’re going to explore 1⁄4. Then we are going to ex…