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+1
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What is 7^7^7^7^7^7^7 ?

Guest Nov 26, 2018
 #1
avatar+22 
+2

the answer is too big, so a regular calculator can't solve itblush

otaku  Nov 26, 2018
 #2
avatar+14556 
+1

deleted

ElectricPavlov  Nov 26, 2018
edited by ElectricPavlov  Nov 26, 2018
 #3
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0

((((infinity))^7))^7

Guest Nov 26, 2018
 #4
avatar+95 
+1

The amount of random stuff in my head...

JohnyGotchaApples  Nov 27, 2018
 #5
avatar
0

I found one online that could: 

 

https://keisan.casio.com/calculator

 

Apparently the answer is:

 

8.6958018964024964732812048202007848333...

24320437414562347129566458022240706625...

71418868460852622188800945E+99424

 

or ... 

 

8.69762E+99424

 

 

I also found this: 

 

The Golden Exponent?  Any idea what this mysterious symbolism means? 

 

https://www.deviantart.com/kthaven/art/The-Golden-Exponent-774399203?ga_submit_new=10%3A1543364489

Guest Nov 27, 2018
edited by Guest  Nov 28, 2018
 #6
avatar
0

NO! That is NOT the answer. No calculator can calculate it!! According to WolframAlpha, this is its representation as a power of 10s:  

10^(10^(10^(10^(10^(10^5.842593328962333))))). However, they do give the last few digits as

.........1565172343.

Guest Nov 28, 2018
 #7
avatar
0

But that is powers of TEN...  not powers of SEVEN. 

Guest Nov 28, 2018
 #8
avatar
0

And this online high precision calculator website: 

 

https://keisan.casio.com/calculator 

 

did calculate it. 

Guest Nov 28, 2018
 #9
avatar
0

Yes, they do give an answer, but it is totally wrong!!. The powers of 10 given by Wolfram are equivalent to the tower of 7s. You start from the right to the left like this: 7^7^7^7^7^823,543 =7^7^7^7^(3.75982352  E+695974). The power of the 4th 7 is more than 695,974-digit long!! And so on......etc.

Guest Nov 28, 2018

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