Piece of pie

[Denis]

pi = 3.1415926...

log(23.140695) = 3.1415927...

 

[HallsofIvy]

Yes, \(\displaystyle e^{\pi}\) is approximately 23.140695. But what is the point of this post?

 

[Deleted member 4993]

Yes, \(\displaystyle e^{\pi}\) is approximately 23.140695. But what is the point of this post?

\(\displaystyle e^{\pi} \ \)~ \(\displaystyle \ 20 + \pi\)

 

[Denis]

Yes, \(\displaystyle e^{\pi}\) is approximately 23.140695. But what is the point of this post?

Good question

 

[Deleted member 4993]

Good question

What's the answer?

I showed my work...!!!

 

[Denis]

https://www.google.ca/search?ei=o8A...3......0....1..gws-wiz.......0i71.X-lxmpMfYNo

Ahem...

 

[lookagain]

pi = 3.1415926...

log(23.140695) = 3.1415927...

To clarify, \(\displaystyle \ \ log_{e}(23.140695) \ = \ 3.1415927...\)

 

[Denis]

Thanks lookagain...
To Halls: thanks to you too...I simply was fiddling around...