Longer ? Do you mean "Which number has more digits in it ?"
If that's your question, then the answer is: 'pi' .
"Googleplex" is a rational number. To write it, you write a ' 1 ', and then you write
1 Google zeros after it, and you're done. The entire number is written down on paper.
But 'pi' is an irrational number. You can never write the entire number on paper,
no matter how many digits you write down. Even if you wrote two googleplex
digits, the number on your paper would be very close to the true value of 'pi'
but it could never be exact.
So 1 googleplex can end, but 'pi' can't. So 'pi' has more digits in it.
I really hope that was your question.
No, Infinity is never ending, where as a googolplex is a fixed number.
No googolplex is a number however infinity is not it is a word or a symbol
Certainly. There are an infinite number of them. One of them is [ negative googolplex - 1 ] .
Yes, a millinillion is larger than a googolplex. A millinillion is equal to 10^(3*(10^9)), which is a 1 followed by 3 billion zeros. In contrast, a googolplex is equal to 10^(10^100), which is a 1 followed by a googol of zeros, where a googol is 10^(100). Therefore, a millinillion is significantly larger than a googolplex.
Very probably: a long time!! It depends on the speed of your counting though, and whether you're counting up in 1s or in googolplexes. -- Let's suppose you can count at the speed of light. That means that in one second you can count 186,000 digits. Even with that, it would take you approximately 10^18 years to count to googolplex. (That's 1000000000000000000 years, or One Quintillion years) Simply put, if you started counting at light speed the second the Big Bang you'd still be nowhere NEAR googolplex. And larger still is the Googolplexplex and the Graham's Number.
googolplex googol = 1100 googolplex = 1googol
No, Infinity is never ending, where as a googolplex is a fixed number.
No googolplex is a number however infinity is not it is a word or a symbol
Certainly. There are an infinite number of them. One of them is [ negative googolplex - 1 ] .
Yes. Always exactly (pi) times as long. "Pi" is slightly more than 3.14 .
Counting to one googolplex would take an incomprehensibly long time. A googolplex is 10 to the power of a googol, which is 10 to the power of 100. Even if you were able to count one number per second without breaks, it would take significantly longer than the age of the universe to count to a googolplex. In practical terms, it is essentially impossible to count to a number as large as a googolplex within any reasonable timeframe.
googolplex
Yes, a millinillion is larger than a googolplex. A millinillion is equal to 10^(3*(10^9)), which is a 1 followed by 3 billion zeros. In contrast, a googolplex is equal to 10^(10^100), which is a 1 followed by a googol of zeros, where a googol is 10^(100). Therefore, a millinillion is significantly larger than a googolplex.
There is only one place above it, that is Googolplexplex or googolduplex. It contains a googolplex of zero's. Greater than googolplexplex is only infinity.
Very probably: a long time!! It depends on the speed of your counting though, and whether you're counting up in 1s or in googolplexes. -- Let's suppose you can count at the speed of light. That means that in one second you can count 186,000 digits. Even with that, it would take you approximately 10^18 years to count to googolplex. (That's 1000000000000000000 years, or One Quintillion years) Simply put, if you started counting at light speed the second the Big Bang you'd still be nowhere NEAR googolplex. And larger still is the Googolplexplex and the Graham's Number.
Famous? You don't mean best known? that's either 666, 7, 1, googolplex, or Pi.
Googolplex is a larger number because -llion is smaller than g-