What about tetration?! ⁹9 is shorthand for 9^9^...^9 with 9 nines It's clearly greater than 9^9^9pic.twitter.com/0GDa67EmRj
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What about tetration?! ⁹9 is shorthand for 9^9^...^9 with 9 nines It's clearly greater than 9^9^9pic.twitter.com/0GDa67EmRj
Knuth's up-arrow notation :)
With well known theorem, properties of logarithms and a calculator (or tables of logarithms) one can do it in no time. Here's how:pic.twitter.com/HYD0udR7gD
is there a way to find this result without computing 9^9. imagine we want to know the number of digits in 9^9^9^9^9, we need to know what 9^9^9^9 is which isn't always obvious.
What about 9!^9!^9! ?
With no additional symbols
I think you really need parenthesis to avoid ambiguity. 9^(9^9) vs (9^9)^9
If it's the biggest, it should be 9^(9^9)
Con la pena yo a dura penas puedo con esto... Pero estar al día es importante saludos


pic.twitter.com/5ZLcYtdSq5
Orales a @RoemerAndres le gustó mi respuesta y contesto... No lo puedo creer...pic.twitter.com/bGAvlQcDr8
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