The "Freeola Customer Forum" forum, which includes Retro Game Reviews, has been archived and is now read-only. You cannot post here or create a new thread or review on this forum.
This guy knows it to 83,431 decimal places!
Hmmmmm, I can think of a few more productive things to do with my life other than try to beat him...
> You can calculate Pi by getting a whole load of random number between
> 0 and 1. Then take these values away from 1 (i.e. 1-x). Then
> integrate it.
If x is taken as a variable we have x - x^2 (+ c), but what are the limits of integration? If x is just a load of random numbers, considered constant in each iteration, then that's just (1-x)y + c integrating with respect to a variable y, again requiring some limits of integration, removing the need for the constant c. In the second case, y would have to be bigger than 4, so perhaps limits 0 to 4? Still seems a little thin.
Do you have any more details or know of a website where this is done? Also, out of curiosity, which university was it?
> Area divided by radius.
Nada, area divided by radius squared, or circumference divided by diameter.
Also, on a totally not sad note, if you can remember pi to 100 decimal places, then you can apply to join a "special" club.
> " I'm stuck in the woods and I need to work out where to find
> civilization, good thing I know Pi to 23 places "
Yeah, not really going to help him, is it?
" I'm stuck in the woods and I need to work out where to find civilization, good thing I know Pi to 23 places "
It's not practical, worth knowing or ever really going to be any use to you
> That's why calculators were invented
Obviously it depends, but generally calculator's only give it to about 10 places.
That's why calculators were invented
> Area divided by radius.
Ah.
It's odd how, despite the fact that you start regularly using Pi in maths from about Yr. 7 onwards and need to memorise around 5 or 6 equations which contain it for your GCSE's, you never actually get told what it is.