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  • What does zero mean to you?

  • Me?

  • Well it was a familiar grade when I got my homework back from the teacher!

  • But, do you think it's just "nothing"?

  • Yeah, me too until I realized what our world would look like if you took away zero just

  • for a day!

  • And if you like a good math challenge, stick around till the end to help me solve the most

  • impossible task out there!

  • - A World Without Zero

  • You might be surprised to learn that zero hasn’t been around forever.

  • Yes, we used to live in a world without it!

  • Well, an understanding of the concept of zero, at least.

  • It was invented in India during the 5th century.

  • And here, it’s closely connected with the ancient culture of this region: Nirvana is

  • what they call absolute calmness, the absence of anxieties and desires!

  • So, they came up with a circular symbol denoting this "nothing."

  • They called it "shunya."

  • The image of zero itself symbolizes the life cycle or, as it’s also called, “the snake

  • of eternity.”

  • Yes, for them, zero also meant infinity!

  • (Well comefull circleto this idea later on!)

  • This new revolutionary concept was eventually picked up by the Arabs and included in their

  • numerical system, which we all use to this day.

  • But why did it take humanity so long to understand something as basic aszero”?

  • Well, think about it: it’s not exactly something you can observe every day.

  • You can see those 3 birds perched on a tree branch or those 2 bees flying around your

  • 1 can of soda.

  • But zero?

  • The absence of something?

  • You never see it, never think about it because it’s not there for you to perceive!

  • Yet zero is so incredibly important

  • Life Today Without Zero

  • Weve come a long way since the 5th century.

  • Like 16 more Centuries.

  • Zero now has countless uses, and a modern world stripped of this basic concept would

  • look very different indeed

  • Your first thought might be that we could no longer count higher than 9 or lower than

  • 1.

  • I mean, 10 has a zero in it, right?

  • Sure, there would be no counting, butnomeans NONE!

  • Fractions, like .804, are lower than 1.

  • And 9.01 is higher than 9!

  • The entire system of counting and measuring would break down without zero.

  • From there, you can say goodbye to computers!

  • All your social media, online games, YouTube videosyou won’t get to enjoy them in

  • this zeroless dystopia.

  • The foundation of any computer program is binary code.

  • And this code consists of zero and one.

  • While youre at it, forget about TV, charging your gadgets, reheating food in the microwave,

  • even just turning the lights on!

  • (Oh, wow, were already in the Dark Ages?

  • That was quick.)

  • Without zero, we couldn’t calculate electricity.

  • No more Bond movies or cinemas for that matter.

  • Movie theater projectors work by showing 24 frames per secondyouve gotta count

  • that from zero!

  • Hey, look on the Bright Side!

  • Like were always telling you to! cNo more stepping on that scale and hoping the number

  • will magically go down on its own!

  • Clothing sizes and counting calories won’t exist either!

  • On that note, how will doctors do physicals?

  • There won’t be an understanding of height and weight.

  • All that electronic equipment in hospitals wouldn’t work either.

  • MRIs, X-rays, electrocardiographswe wouldn’t even be able to count a person’s pulse rate!

  • Without zero, there’d be chaos with transport.

  • You wouldn't be able to fill up your car, speed limits would mean nothingthey measure

  • how much higher youre going than 0 mph, right?

  • The Prime Meridian (that’s 0° longitude on the globe) won’t be a thing, which means

  • modern navigation goes with it.

  • Without it, planes and ships will be rendered useless.

  • GPSgone.

  • How can it measure the distance between two places without a starting point?

  • It wouldn’t even get that far without satellites!

  • Yep, they wouldn’t work either since they use binary code.

  • If people can’t travel, then towns will become isolated.

  • We’d probably even go back to horses and buggies and paper maps!

  • Hmm, looks like we could use anothercup half-fullexample (although, can’t really

  • measure the contents of that cup without zero!).

  • At least your alarm clock will never ring again!

  • And you won’t need to go to workschedules and money now mean nothing!

  • Oh, wait, but then grocery stores won’t be able to stay open.

  • Price tags, inventory, and, of course, the freezers and refrigerators that store perishables!

  • Youll probably need to beef up your farming skills and become completely self-sufficient

  • because in a world without zero, entire economic systems will cease to be!

  • Modern mathematics, geometry, physics, and other exact sciences would disappear.

  • In fact, we wouldn’t be able to measure time itself!

  • There would be no dates or yearsyou wouldn’t even be able to celebrate your birthday or

  • know how old you are!

  • And that brings me to my final point

  • The Philosophical

  • In numerology, zero is the beginning, the source of all numbersit practically symbolizes

  • the root cause of everything.

  • Yeah, but what about negative numbers?”

  • Hey, I hear youand they go back from zero!

  • Without this oh-so critical starting point, you can’t move in time or numerology either

  • way!

  • Every atom, substance, and molecule in the universe came from something, and that something

  • is zero.

  • Time is measured from it, right?

  • The universe started with a bang, and space-time has been expanding from there.

  • Without time, there is nothing.

  • No planets spinning on their axes and revolving around stars.

  • No constellations or galaxies.

  • It all goes

  • Well, zero is a little more thannothingnow, isn’t it?

  • Of course, don’t expect anyzero apocalypsesto ever happenthis is all purely hypothetical!

  • But even though the absence of this number is downright terrifying, zero is still incredibly

  • fascinating.

  • To understand what I'm talking about, you need to immerse yourself in mathematics!

  • Like in a hot tub of math!

  • - The Impossible Equation

  • You can add zero, subtract it, and multiply by it, but you CANNOT divide by zero.

  • You might remember your math teacher stressing that point, but did you ever wonder why that

  • is?

  • I mean, it works the other way aroundyou can divide zero by another number.

  • For example, you have 0 pieces of gum (your pack’s emptybummer!), and your 5 friends

  • each ask you for a piece.

  • That’s 0 ÷ 5, which equals 0!

  • Everybody gets no piece of gum because there was none from the start.

  • But if you switch that around and punch 5 ÷ 0 into a calculator, what do you get?

  • Error!

  • It’s a little confusing, I know.

  • So let's find out what’s so impossible and senseless about dividing by zero with a fun

  • little project!

  • Grab a pen and piece of paper and draw a horizontal number line.

  • The beginning of the line is zero, and then it goes 1, 2, 3, and so on.

  • Now you need to refresh some knowledge from your school daysnamely, what inverse

  • numbers are.

  • These are two numbers whose product is equal to unity.

  • I’ll explain with an example.

  • Look at number 2.

  • Its inverse will be one half: 1/2.

  • The same goes for any other number: the inverse of 5 is 1/5, 6 is 1/6, and so on.

  • In short, we divide the unit by the main number (1, 2, 3…) and get its inverse.

  • It doesn’t matter what the original number is – 2 vs. 1/2, 10 vs. 1/10, 500 vs. 1/500!

  • the inverse will always be closer to zero.

  • Itll never fall below 0, and it won’t go above 1.

  • As for zero, this inverse number equation will never work with it!

  • Now for my favorite part:

  • The further any number is from zero (3, 32, 192, 500), the closer to zero its inverse

  • gets (1/3, 1/32, 1/192, 1/500).

  • And the closer the inverse number is to zero, the further down this number is from the starting

  • point (0) in our number line.

  • Now imagine this starting point.

  • Can you create the number whose inverse is equal to zero?

  • Zero is less than any positive number, so its inverse should be greater than any positive

  • number.

  • Which number is greater than ANY number?

  • The answer is infinity!

  • This is why you can’t divide by zero.

  • The result is infinity, which is something our brains just can’t grasp.

  • Zero and infinity, two seemingly opposite concepts, come hand-in-hand and are equally

  • incomprehensible.

  • We might not entirely understand zero, but one thing’s for sure: we can’t live without

  • it!

  • Well, that sure wasn’t plenty of nothing now, was it?

  • Aren’t you happy we zeroed in on that.

  • Aren’t you sick of these jokes?

  • Hey, if you learned something new today, then give the video a like and share it with a

  • friend!

  • And here are some other cool videos I think you'll enjoy.

  • Just click to the left or right, and stay on the Bright Side of life!

What does zero mean to you?

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ゼロが一日消えたらどうしよう (What If Zero Disappears for a Day)

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    林宜悉 に公開 2021 年 01 月 14 日
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