3^^^3 doesn't have 3 trillion digits. It has an unimaginably large number of digits. 3^^^3 has a tower of 7.6 trillion 3s. The number with 3 trillion digits is just the 4th 3 down that 7.6 trillion tower. 3^3^3^3 is the 3 trillion digit number.
Correct. People easily underestimate the power of up arrows. 3^^^3 is a tower of 7.6 trillions of 3's as exponents. If you were to write each 3 the size of 2 centimeters, it will reach all way from Earth to the surface of the Sun. Sometimes 3^^^3 is also called a Sun Power Tower. Exponents are solved from top to bottom. By the time you solve the first five 3's from top, you already exceeded a googolplex, at around 10^10^10^12.56 and there are still 7,625,597,484,982 remaining 3's to solve all way down. What about 3^^^^3 ? Because each additional arrow is an iteration of previous arrow, then this is 7.6 trillions towers of 7.6 trillions of 3's each. If you stack of these towers together and assuming each digit of 3 is the size of 1 centimeter, the total length is about 61.4 million light years. It goes way beyond our next galaxy, Andromeda. And again, these are just exponents still. This is just G1 😊
Basically, you can’t calculate the amount of exact digits in graham’s number, graham’s number is so large that you can think of any hyperbolic analogy and you wouldn’t even be that close to graham’s number. Graham’s Number aka G 64, is an insanely large unit, but.. graham’s number is actually a calculated unit. The unit is: floor(log_10(g_64))+1 Which is large, you wouldn’t get the exact number, cause the amount of digits calculated, isn’t possible. First, let’s consider g_1 : g_1 = 3 \uparrow\uparrow\uparrow\uparrow 3 This can be understood as: g_1 = 3 \uparrow\uparrow\uparrow (3 \uparrow\uparrow\uparrow 3) Graham’s Number is so large, I couldn’t find the exact calculation, cause it isn’t possible. So.. I guess Graham’s Number will be a mystery for a while now.
If you try to imagine Graham's Number in its complete entirety, your head would turn into a black hole with the sheer amount of digits stored in your brain 😳
I know another easier way to get to graham's(G64) Just do 387,420,489^9 But you have to do this 67 times, which is the same as 387,420,489^603, I think.
It's physically impossible for a human brain to imagine the number. This is simply because the number of bytes storable in the human brain is way too small.
@@villss894 Even 3^^^3 is bigger than a googolplexian because the video is wrong about it containing 'only' 3 trillion digits. You see, 3^^^3=3^^3^^3=3^^7.6 trillion= Power tower of 3s of height of 7.6 trillion! Even just a power tower of height 5 would be larger than a googolplexian, now imagine a height of 7.6 trillion 😲
3^^^3 doesn't have 3 trillion digits. It has an unimaginably large number of digits.
3^^^3 has a tower of 7.6 trillion 3s.
The number with 3 trillion digits is just the 4th 3 down that 7.6 trillion tower. 3^3^3^3 is the 3 trillion digit number.
Yea TRUE and many people think 3^^^3 means 3^7.6 trillion....it means 3^3^3^3^3^3.... done 7.6 trillion times (mind boggling)
Correct. People easily underestimate the power of up arrows.
3^^^3 is a tower of 7.6 trillions of 3's as exponents. If you were to write each 3 the size of 2 centimeters, it will reach all way from Earth to the surface of the Sun. Sometimes 3^^^3 is also called a Sun Power Tower.
Exponents are solved from top to bottom. By the time you solve the first five 3's from top, you already exceeded a googolplex, at around 10^10^10^12.56 and there are still 7,625,597,484,982 remaining 3's to solve all way down.
What about 3^^^^3 ? Because each additional arrow is an iteration of previous arrow, then this is 7.6 trillions towers of 7.6 trillions of 3's each. If you stack of these towers together and assuming each digit of 3 is the size of 1 centimeter, the total length is about 61.4 million light years. It goes way beyond our next galaxy, Andromeda. And again, these are just exponents still.
This is just G1 😊
Wdym @@normiefyop3602 It's 3^^7,625,587,484,987
@@CarlMartRod G64 reaches the entire multiverse size (1.800001 × 10^25 ly)
Basically, you can’t calculate the amount of exact digits in graham’s number, graham’s number is so large that you can think of any hyperbolic analogy and you wouldn’t even be that close to graham’s number. Graham’s Number aka G 64, is an insanely large unit, but.. graham’s number is actually a calculated unit.
The unit is: floor(log_10(g_64))+1
Which is large, you wouldn’t get the exact number, cause the amount of digits calculated, isn’t possible.
First, let’s consider g_1 :
g_1 = 3 \uparrow\uparrow\uparrow\uparrow 3
This can be understood as:
g_1 = 3 \uparrow\uparrow\uparrow (3 \uparrow\uparrow\uparrow 3)
Graham’s Number is so large, I couldn’t find the exact calculation, cause it isn’t possible. So.. I guess Graham’s Number will be a mystery for a while now.
If you try to imagine Graham's Number in its complete entirety, your head would turn into a black hole with the sheer amount of digits stored in your brain 😳
Try me. ℵ0
I'm addicted to this music so much ❤❤❤❤❤
The genre is called phonk.
You are gonna love Phonk. It's the music of the teenage generation
the phonk is Sea Of Problems ❤
I skipped Graham's number 💀
The best estimation for G64 is {3,65,1,2} in Bird's Array Notation
Bro is the math teacher of the math teachers^25
bro is the brainrot kid with the 956 trillion brainrot kids
I know another easier way to get to graham's(G64)
Just do 387,420,489^9
But you have to do this 67 times, which is the same as 387,420,489^603, I think.
I actually found out it's the same thing as 387,420,489^1310020508637620352391208095712502073964245732475093456566329
9^67 =
9^2x²=
81^x²=
81^33.5 =
6,433^32.5 =
Tip:
33^32 =
³²√33^32^32 =
(32^32 = 32^^2)
³²√33^32^^2 =
32^^2 =
2⁵ × 2^32 =
2^37 =
137,000,000,000
@@jamesmarlowebito8982??
imaging the number is mind exhausting
It's physically impossible for a human brain to imagine the number. This is simply because the number of bytes storable in the human brain is way too small.
@@vedantsridhar8378what about in the soul
Work harder not smarter
that is the most simple way of explaining grahams number
@@villss894lol
Bro is the REAL math teacher
Marshalls number 9^G23 = 9ޕްލ
People who know that when he made the baby hotline song it said
567 years ago and 10B views
song: Sea of Problems
So Graham was the first olympic swimmer that choosed to wear boots on 1984 right?
Yeah I’d just give up and walk out at that point. I’m way too old to learn new things 🤣
Googlecomplexian is larger than Graham number.Graham number is larger than only googleplexian that facts
Googolplexian is a large number,but it doesn't even come close to being as big as graham's number
@@Youfoundmeintheinternetbro you are so nice ❤❤❤❤ yes Grahams Number is larger
sir 3^3^3^3^3 is bigger than googolplex and prolly 3^^^^3 is bigger than googolplexian 3^^^^3=3^^^3^^^3
Even 3^^^3 is much, much bigger than a googolplexian and that's not even G1, let alone G64.
@@villss894 Even 3^^^3 is bigger than a googolplexian because the video is wrong about it containing 'only' 3 trillion digits. You see, 3^^^3=3^^3^^3=3^^7.6 trillion= Power tower of 3s of height of 7.6 trillion! Even just a power tower of height 5 would be larger than a googolplexian, now imagine a height of 7.6 trillion 😲
When im in G100:🗿
Is G63
This is not how the arrow notation works at all….
Music name 😅😢
Sea of problems
@@Youfoundmeintheinternetthanks 🙏
∞ → Ω
5+5=🥔
!EROR NUMBER IN COMPETOR
HUH WHY YOU CALLING ME OVER
how about G1 Googolplex^G1 Googolplex 💀
Well this is a theoretical number but Greater Oblivion will pop up, it has Finite Infinite digits.
10^10^10^10
3↑↑↑3 beats it
Thats less than g1..
G64 is not the biggest rayo's number is the biggest and its not infinity is the biggest but infinity is not a number
Quadrofinity: *we* *will* *see* *about* *that*
It is grahams number
0.02÷6=0.00333333333
wow
What about π×π?
9.86960440109...
@@Youfoundmeintheinternetwhat about π×π×π×π×π×π×π?
pi ^ pi
3x3x3=27
3^^3=7.6255975e+12
3^^^3=um numero de 3 trilhoens de digitos
3^3T digits=G1
G2=3^^^...^^^3
(G1 arrows)
G3=3^^^...^^^3
(G2 arrows)
G4=3^^^...^^^3
(G3 arrows)
NUMERO GRAHA=G64
🤓
🪞
Imagine hating on someone for being smart💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀💀
@@Youfoundmeintheinternet im not 💀💀
@@Youfoundmeintheinternet its another way of saying they are smart
@@TheUnoriginalEditorunderstandable,at this time the meaning of the nerd emoji has changed.
TEDDY GRAHAMS🫃👨🦲