ID:187790
 
Mmm...Fresh pi
I thought Pi went on forever, thats what my damn math teacher always told us. Althought 2 million could seem to go on forever eh?
In response to Shades
I don't think anyone has ever found an end that's just the first two mil :-P
In response to Shades
actually it doesnt end thats just the first 2 million digits
3.14....nuff said thar :D

~Kujila
In response to Kujila
lol
Meh. What is the point in these people trying to find pi? *cough*... Math is just an invention of our minds, anyways, so why can't we just say, "3.14" and leave it at that? I mean, what use is the full number, pi?


It's not like math is used every time atoms are set up to look like a circle, we just see a circle (Ok ok, maybe if ever atom was set up in a giant computer of infinitely better knowledge than we have on earth that is controling us *matrix ooooo*...). A circle's line goes EXACTLY into itself, so why are we trying to find the end of a line that is FOR SURE infinitely curved? It is NOT a line. It is a circle :P Damn geometry...
In response to Artekia
I think they've taken it out a few billion digits. Plus, I heard that there are mathematical equations that could take up to 15 billion years to calculate... such as "the traveling salesman problem" Basically, here's the problem:

If a salesman is driving from each state's capital in the continental united states, and wants to find out the shortest route in a straight line, how many possible combinations is this? well, that's 48!. Note: that exclamation point means factorial, that's 48*47*46*45*44*43, etc... or:

1.2413915592536072670862289047373e+61, or:

one big freaking number.

That's how many possible combinations there are in this problem. Now, for a computer to store the ammount of minutes the trip would take, would be an incredible ammount of memory. It would require 9.9311324740288581366898312378987e+61 bytes of memory. More than any computer could possibly ever hold... or 17 steps above a gigabyte. (A step is a priorbyte*1024) Now, let's see how long this takes to calculate, let's say it takes a computer .01 seconds to calculate each combination... factoring in leap years, that's 3.9337324741222629955580554438149e+51 years. Longer than humans, that's 3.9337324741222629955580554438149e+39 trillion years. Longer than the universe will even exist.

Point is, it's impossible to calculate.
In response to Kunark
It is all for show. They want to do it, so they do it. Nothing more than that.

Like entertainment, you watch a horror movie because you feel like it, not because it accomplishes anything. This is just entertainment for nerds.
In response to Loduwijk
Loduwijk wrote:
It is all for show. They want to do it, so they do it. Nothing more than that.

Like entertainment, you watch a horror movie because you feel like it, not because it accomplishes anything. This is just entertainment for nerds.

There's a good reason for it. Somewhere in pi is a sequence of digits that when ran on a computer, will produce the Greatest Program Evar! :P
In response to Jon88
Jon88 wrote:
Loduwijk wrote:
It is all for show. They want to do it, so they do it. Nothing more than that.

Like entertainment, you watch a horror movie because you feel like it, not because it accomplishes anything. This is just entertainment for nerds.

There's a good reason for it. Somewhere in pi is a sequence of digits that when ran on a computer, will produce the Greatest Program Evar! :P

-Wrong.
Looking at the full set of digits with your head at at the side of your moniter lets you see the only non-fake nude picture of Anna Kournikova in the world.

(no joke)
In response to Kunark
Meh. What is the point in these people trying to find pi? *cough*... Math is just an invention of our minds, anyways, so why can't we just say, "3.14" and leave it at that? I mean, what use is the full number, pi?

Depends on the precision you need for the job at hand. An inch of error isn't bad when landing a plane but I certainly wouldn't want a dentist to be off by that much :).
In response to Kholint
Sorry. it was already determined that I am the funniest person here.

Again, sorry.
In response to Kholint
WHat are you talking about I don't see anything.. =p