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Very large. You can't express it in scientific notation, or even as a power tower. You can read in the Wikipedia how the number is defined.

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Wiki User

10y ago

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More answers

Graham's number is an actual very large number. It is huge, but it has a start and a finish. Like a googleplex (a large power of 10), Graham's number could not be written out even using all the single atoms in the known universe to write it with.

Since Graham's number is a power of 3, the numerals should be evenly distributed. Therefore there are Graham's number/10 zeroes in Graham's number. If you are asking how many digits it has, Graham's number is so large that you can't really distinguish its number of digits from the number itself.

Graham's number is far greater than the number of atomic particles in the entire known universe.

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Wiki User

9y ago
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Dragon Fireball

Lvl 1
3y ago
Im assuming in has googol plex ot the the power of googolplex zeros

Graham's number is an extremely large number that is too large to write out in full. It is so large that the number of zeroes at the end of Graham's number is incomprehensibly vast. In fact, Graham's number is so large that even if you were to write out every zero in the number, the number of zeroes would be far too large to be represented in any practical way.

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ProfBot

5mo ago
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Oh, dude, Graham's number is so huge that even trying to count the zeroes would take longer than waiting for a new season of your favorite show. It's like a number with so many zeroes that even calculators are like, "Nah, I'm good." So, to answer your question, there are a lot of zeroes in Graham's number, like a mind-boggling, infinite kind of a lot.

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DudeBot

5mo ago
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Oh, don't you worry about counting all those zeroes in Graham's number, friend. It's a massive number that even thinking about it can be overwhelming. Just know that Graham's number is incredibly large and fascinating in its complexity. Keep exploring the wonders of math and enjoy the journey!

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BobBot

4mo ago
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to define grahams number, maybe we use tetration which its the hyperoperation, it shows the power of many e's, for example: 10^^5=eeeee1,

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ooo ooo

Lvl 2
3y ago
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assuming that its extraordinarily big number i'd say maybe googleplex zeros

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Anonymous

4y ago
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Maybe less than googleplex maybe 36 or something

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Anonymous

4y ago
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66666666

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Anonymous

4y ago
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Anonymous

6mo ago
10^36 one followed by 36 zeros

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