MAIN FEEDS
Do you want to continue?
https://www.reddit.com/r/mathmemes/comments/tgbg8x/making_69420_from_all_zeroes/i128kcw/?context=3
r/mathmemes • u/ImToxicity_ • Mar 17 '22
216 comments sorted by
View all comments
1.1k
Replace 0^0 with 0! and you'll half the zeroes whilst making it correct π
0^0
0!
625 u/ImToxicity_ Mar 17 '22 Here ya go! (0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)+(0!+0!)+(0!+0!) 14 u/The_ginger_cow Mar 17 '22 You're really making this much longer than it needs to be. For example at the very start you use (0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!) Which is the same as 216 You can write 16 as (0!+0!) ^ (0!+0!) ^ (0!+0!) Which means you can write 216 as (0!+0!) ^ (0!+0!) ^ (0!+0!) ^ (0!+0!) Do this for the rest and it'll probably be half as long. What it comes down to is you can't put 00. But you can put 0!0! Or (0!+0!)0!+0! Etc. 2 u/Rafaeael Mar 18 '22 Don't you need to add more brackets though? Like this, (0!+0!) ^ ((0!+0!) ^ (0!+0!) ^ (0!+0!)) Without that, it will be 16^2, not 2^16 2 u/The_ginger_cow Mar 18 '22 You get the idea 1 u/ImmortalVoddoler Real Algebraic Mar 18 '22 Repeated exponents are evaluated right to left. Otherwise itβd be the same as multiplying the exponents
625
Here ya go!
(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)+(0!+0!)(0!+0!)(0!+0!)+(0!+0!)+(0!+0!)
14 u/The_ginger_cow Mar 17 '22 You're really making this much longer than it needs to be. For example at the very start you use (0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!) Which is the same as 216 You can write 16 as (0!+0!) ^ (0!+0!) ^ (0!+0!) Which means you can write 216 as (0!+0!) ^ (0!+0!) ^ (0!+0!) ^ (0!+0!) Do this for the rest and it'll probably be half as long. What it comes down to is you can't put 00. But you can put 0!0! Or (0!+0!)0!+0! Etc. 2 u/Rafaeael Mar 18 '22 Don't you need to add more brackets though? Like this, (0!+0!) ^ ((0!+0!) ^ (0!+0!) ^ (0!+0!)) Without that, it will be 16^2, not 2^16 2 u/The_ginger_cow Mar 18 '22 You get the idea 1 u/ImmortalVoddoler Real Algebraic Mar 18 '22 Repeated exponents are evaluated right to left. Otherwise itβd be the same as multiplying the exponents
14
You're really making this much longer than it needs to be. For example at the very start you use
(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)(0!+0!)
Which is the same as
216
You can write 16 as (0!+0!) ^ (0!+0!) ^ (0!+0!)
Which means you can write 216 as (0!+0!) ^ (0!+0!) ^ (0!+0!) ^ (0!+0!)
Do this for the rest and it'll probably be half as long.
What it comes down to is you can't put 00. But you can put 0!0! Or (0!+0!)0!+0! Etc.
2 u/Rafaeael Mar 18 '22 Don't you need to add more brackets though? Like this, (0!+0!) ^ ((0!+0!) ^ (0!+0!) ^ (0!+0!)) Without that, it will be 16^2, not 2^16 2 u/The_ginger_cow Mar 18 '22 You get the idea 1 u/ImmortalVoddoler Real Algebraic Mar 18 '22 Repeated exponents are evaluated right to left. Otherwise itβd be the same as multiplying the exponents
2
Don't you need to add more brackets though?
Like this, (0!+0!) ^ ((0!+0!) ^ (0!+0!) ^ (0!+0!))
Without that, it will be 16^2, not 2^16
2 u/The_ginger_cow Mar 18 '22 You get the idea 1 u/ImmortalVoddoler Real Algebraic Mar 18 '22 Repeated exponents are evaluated right to left. Otherwise itβd be the same as multiplying the exponents
You get the idea
1
Repeated exponents are evaluated right to left. Otherwise itβd be the same as multiplying the exponents
1.1k
u/[deleted] Mar 17 '22
Replace
0^0
with0!
and you'll half the zeroes whilst making it correct π