How many googles in a googolplex

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You'd probably get drowsy pretty quickly, but let's forget about that for a second. If you lived for years, the longest anyone has lived, you would only write. Compare this to. So writing zeros every waking moment of your life wouldn't take you even close to writing a googolplex!! To put all this in perspective, let's go back to the googol-grains we encountered earlier. Now let's say each zero you wrote during your whole year life would be the size of a googol-grain. All those 7.

That's about as big as a tip of a pen, and needless to say nowhere close to filling up the observable universe! So let's say that you got everyone else in the world to help you write a googolplex.

All 7. That would give you about. That's much better than before, but still not putting a dent on the. Once again let's put the number of zeros the world would have wrote in terms of googol-grains.

All those That's literally it. So let's move way way further from the realm of things that could actually happen. Imagine every person couldn't just write three zeros a second, but they could write a zero every Planck time! Calling this superhuman is an absurd understatement. If you could write a zero every Planck time in only a second you'd write about 1. There's no way that could happen at all! Not only that, but everyone would write nonstop continuously from the Big Bang to the present!

With this ungodly ability we'll definitely be able to write a googolplex, right? Let's find out! With 1. That number has exactly 71 digits, but it's still a tiny fraction compared to the. We would have only gotten roughly a nonillionth a million trillion trillionth of the way to writing a googolplex! Writing a googolplex that way would take the whole world 2. That is unbelievably long and insane, especially considering that we're writing a digit each Planck time here!

With the insane unbelievable size of a googolplex, surely there's no number that represents anything in the real world that comes anywhere near a googolplex, right? Actually, it's possible to surpass a googolplex with several ways. A common example is considering the number of possible parallel universes.

Sbiis Saibian has calculated an estimate of how many different parallel universes there can be, assuming sub-Planck units aren't meaningful. That is a number that, interestingly, has real-world meaning AND surpasses a googolplex we'll examine more numbers like this in a little bit. That shows that as vast as a googolplex is, it can have meaning in the real world! Googolplex in culture. Because of its huge size and simple explanation, a lot of attention has been given to the googolplex, and it's become a classic benchmark for large numbers, and the largest number with a name for many people.

I was no exception for quite a while until I learned of a googolduplex, 1 followed by a googolplex zeros which for a little while I knew as a googolplexplex. Right: A googolplex regularly appears in pop culture like this movie theater in The Simpsons.

Other examples include Googolplex Mall in the kids' TV show Phineas and Ferb, and astronomer Carl Sagan has referenced a googolplex when discussing the vast scales of the universe.

Techy Oct 9, Lol really? I only had to copy and paste 10 times! Oct 9, Jul 21, Thanks for visiting Wonderopolis! May 6, SANS Apr 15, Apr 15, SANS Apr 28, May 5, Very creative, SANS! Thanks for stopping back by Wonderopolis! I thought googol was a number like this Hi, temmie! A googol is a number, but it's a number that has 1 followed by zeroes! Apr 20, SANS May 2, Welcome back, SANS! It sounds like Undertale is very popular! Apr 22, Apr 11, Thanks for sharing, sans!

That's definitely a large number! Sans Apr 11, Apr 12, This number is getting BIG, sans! Apr 8, Apr 5, Apr 4, That's right, Wonder Friend! Thanks for reading the Wonder so closely! Great work! Is that a pattern we see in your numbers? Jessica Mar 14, Mar 16, Nov 20, Wilfred Kube Jun 17, Trying to Understand BIG numbers — Part 7 Astronomers tell us that our galaxy, the Milky Way, is about , light years in diameter, which is approximately 10 to the 13th kilometres.

The Milky Way galaxy is not very thick, when compared to its diameter, but we have been on a fantasy voyage, viewing a sugar planet from the comfort of a spaceship.

If we could possibly imagine that the Milky Way was a giant sphere, , light years in diameter, it would have the volume of approximately 10 to the 38th cubic kilometres, big enough to contain 10 to the 26th sugar planets, and would contain about 10 to the 56th grains of sugar. And so, lamentably, I think I am going to have to give up on trying to explain how big a googol is, because it is still 10 to the 44th times bigger than our Sugary Galactic monster planet.

Wonderopolis Jun 17, Can you imagine that you are an astronaut, looking down at an amazing sight — a sugar planet the size of the earth! This sugar planet would contain 10 to the 30th grains of sugar. You can trust me that the maths are correct. Can you believe it when I say that we have hardly started yet in visualising a googol? Trying to Understand BIG numbers — Part 5 Can we comprehend how many sugar grains are in this kilometre high sugar stack?

Well, how can we imagine something bigger? The diameter of the earth is about 12, kilometres or 8, miles, and we can do a bit of maths to calculate how many cubic kilometres are equivalent to the volume of the earth.

The earth is approximately 10 to the 12th cubic kilometres in volume, and is definitely not made of sugar cubes!! We will need thousands of truck loads of these pallets of sugar, because I want us to imagine a thousand pallets side by side, making a row one kilometre long, along one side of our paddock.

After we complete that first row, we need to make another rows, because I want us to imagine the whole paddock covered with a layer of sugar pallets.

We need to use a bit more imagination now, because I want us to imagine building a tower now, containing layers of pallets, and each layer containing one million pallets. Trying to Understand BIG numbers — Part 1 When we hear mention of large numbers, it is often difficult to comprehend exactly how big they are. There are much bigger numbers than a million, a billion, or a trillion. But when it comes to really large numbers, such as a googol, how can we imagine just how big that number is?

Trying to Understand BIG numbers — Part 3 We could make a packet of sugar cubes, with ten layers of sugar cubes, where each layer was made up of ten rows, and ten sugar cubes in each row. This packet, measuring ten centimetres wide, and ten centimetres high, would be exactly one litre in size, containing sugar cubes — and actually — one million sugar grains.

We could make a stack of packets each of one litre which has ten rows of ten packets making up a layer, and then adding more layers until it was ten layers high. This stack would be one metre wide, and one metre high, and would contain one thousand packets of sugar, and this stack would contain one million sugar cubes — and actually one billion sugar grains — the digit 1 followed by nine zeroes, which can also be written as ten to the ninth power. Trying to Understand BIG numbers — Part 2 I would like to offer an explanation: Consider a grain of sugar, and how many of them are in a teaspoonful of sugar that you might add to your cup of coffee.

Now, we could get a tweezers to pick up sugar grains, one at a time, to make a row of ten grains, which would be one centimetre long.

If we now made nine more rows of sugar crystals alongside the first row, we would have a layer of ten rows which each had ten crystals, making one hundred crystals in all. If we could now add another nine layers on top of the first layer, we would have a sugar cube one centimetre wide and one centimetre high, which contained one thousand crystals.

Wonderopolis Mar 21, I think googol would be something like Great try! However, we think you may need more zeros, Wonder Friend! Jace Dec 18, Wonderopolis Dec 18, Wow, Jace, that would be a big number! Michael Dec 16, I didn't know it's this big: ! Wonderopolis Dec 16, Yes Googol is indeed a big number. From this, the total number of different combinations in which these particles could be arranged would equal approximately one googolplex. For its time, googol was the largest known number.

For example, a centillion, a one and zeros, is one of many large numbers. While the creation and naming of such large numbers is readily possible for any non-mathematician, their invention requires a specific purpose as opposed to an arbitrary notion.