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∙ 12y ago
Writing out a Googleplex, which is a 1 followed by a googol zeros, on standard paper would require significantly more pages than there are atoms in the observable universe. It is practically unfeasible to write out a Googleplex on paper due to the sheer scale of the number.
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How many bytes would it take to write googleplex?
Approx. 9.3 Gigabytes!
How many pages does A Conspiracy of Paper have?
A Conspiracy of Paper has 448 pages.
How many pages does Cornell Paper have?
Cornell Paper has 162 pages.
How many pages does The Matlock Paper have?
The Matlock Paper has 312 pages.
How many pages does The Paper Men have?
The Paper Men has 191 pages.
How many pages does The Right to Write have?
The Right to Write has 233 pages.
How many pages does In His Own Write have?
In His Own Write has 80 pages.
How many sides are there in googleplex?
None. Googleplex is a number, not a shape and so does not have any sides.
How many written pages is a 1000 word paper?
This is roughly 4 pages on college-ruled paper.
How many zeros are in googleplex?
a google is a one with 100 zeros after it a googleplex is a one with a google zeros after it.
Is googolplex longer than pi?
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 write1 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 googleplexdigits, 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.
How many pages will you have to write to equal 3 double spaced typed pages?
I am guessing about 6 if you are double spacing your written work, but it really depends on how large you write, and also if you are using wide-ruled or college-ruled looseleaf paper.
