If we were to write out a googleplex, we would need to use the following amount of paper:
- If each page of paper contained one googol (1 followed by 100 zeroes) then it would require 10^100 pages.
- If each page of paper contained one trillion (1 followed by twelve zeroes) then it would require 10^88 pages.
- If each page of paper contained one billion (1 followed by nine zeroes) then it would require 10^81 pages.
- If each page of paper contained one thousand million (1 followed by six zeroes) then it would require 10^75 pages.
- If each page of paper contained one million (1 followed by three zeroes) then it would require 10^69 pages.
- If each page of paper contained one thousand (1 followed by three zeroes) then it would require 10^63 pages.
- If each page of paper contained one hundred (1 followed by two zeroes) then it would require 10^57 pages.
- If each page of paper contained one ten (1 followed by one zero) then it would require 10^51 pages.
- If each page of paper contained one single digit number then it would require 10^45 pages.
Therefore, it would require an impractical amount of paper to write out a googleplex.