Pi is irrational, meaning that there is no zero at the end. Even if you took th nth digit of pi and added a 0 to the end, it would be incorrect.
3.14n'0
'=Repeating forever sign
n= all the digits of Pi
Can we prove it doesn't end? I just think after looking at the Infinite Monkey Typing Theorem (I think I just butchered the name) it's hard to believe it doesn't end.
Another debate I had with the same friend.
Pi doesn't stop at 1 million.
As much as I dislike most of iasimp's attempts at humor, I think you missed the joke that time.
As mini explained - if you take the first n (any n) digits of pi and start slapping 0s on the end, eventually one of them will be incorrect. Pi is irrational and the digits never end, which means you can never get to the point at which you can throw 0s on the end and have it be the same thing. You can't really generalize anything finite to an infinite scale - it just doesn't work the same way.
I don't get it.
To make use of your alternate explanation in the form
3.14n0
where n = all the other digits of pi
n is not finite, n is impossible to define in this case; you can't slap a zero on the end of something you can't even define!
There IS no last digit. The last digit is impossible to determine, just as it is impossible to determine what move sequence the last person ever to solve a rubik's cube or nearly identically functioning 3d puzzle will use, because we simply can't get to that last one.
