To write a googolplexian, you would start with a 1 followed by a googolplex number of zeros. A googolplex is 10 raised to the power of a googol, which is 10^100. So a googolplex is 10^(10^100). Therefore, a googolplexian would be written as 10^(10^(10^100)).
Googolduplex (and some variations).See related links.The numbers actually are googol and googolplex. Google is the website. See related link for an idea of the scale of googol and googolplex, especially the part where Carl Sagan explains that to write out the number googolplex would require more space than is in the known universe.
Yes, it is impossible to write a googolplex (a 1 with 10 duotrigintillion zeros behind it) down in number form, because there's not enough room to write all the zeros in.
googolplex googol = 1100 googolplex = 1googol
googol = 10 to the power of 100. googolplex = 10 to the power of googol LOL, so basically 10,000 zeros lmao, and a googleplexian is even worse for your brain to comprehend LMAOOO 10 to the power of f*****g GOOGOLPLEX Grahams number is well... just a lot... TREE (3) is more than grahams number, a loooooot.....
Yes, googolplex is a number.
A googol is 10^100, and a googolplex is 10^googol, which is 10^(10^100). So, googolplex raised to the power of googolplex would be (10^(10^100))^(10^(10^100)). This can be simplified to 10^(10^100 * 10^(10^100)), which is an incredibly large number with 10^10000 digits.
To write a googolplexian, you would start with a 1 followed by a googolplex number of zeros. A googolplex is 10 raised to the power of a googol, which is 10^100. So a googolplex is 10^(10^100). Therefore, a googolplexian would be written as 10^(10^(10^100)).
The number 10 to the 10th to the 100th power is called a googolplex. This number has not officially been accepted by the math world as it is a one "with as many zeroes as you can write" next to it.
Googolduplex (and some variations).See related links.The numbers actually are googol and googolplex. Google is the website. See related link for an idea of the scale of googol and googolplex, especially the part where Carl Sagan explains that to write out the number googolplex would require more space than is in the known universe.
Googolplex is a number, googleplex is not. But it is far, far from the highest number.
Yes, it is impossible to write a googolplex (a 1 with 10 duotrigintillion zeros behind it) down in number form, because there's not enough room to write all the zeros in.
Mathematically = No. Googolplex is a number, and you can do all the mathematical operations with it. For example: (2 googolplex) plus (2 googolplex) = 4 googolplex. Infinity is more than any number you can write, and you can't do any mathematical operations with it. Example: (Infinity) divided by (3,000) = still infinity. Another example (I can't resist this): (Infinity) divided by (googolplex) = still infinity. But in our physical universe, nothing is infinite! Here's an example. If you were to fill the universe (its entire volume) with particles and with no empty spaces, it would take about 10^80 particles. Therefore you wouldn't even have enough space in the universe to write the number googolplex!
There's no such number as "googolpexian". The word sounds similar to "googolplex", which has a googol (10^100) zeroes.
Certainly. There are an infinite number of them. One of them is [ negative googolplex - 1 ] .
googolplex googol = 1100 googolplex = 1googol
A googol is the number 1 followed by one hundred zeroes, and a googolplex is the number 1 followed by a googol zeroes. A googolplexplex is the number 1 followed by a googolplex zeroes, and so on.