zzz

edit : +11

This post was edited by Taxidermy on May 5 2010 03:01pm

Funny thing is, 0.000...1 = 0 is a lot easier to prove than 0.9999... = 1

It's straightforward, and doesn't involve some "confusing" and "questionnable" logic.

[Troll]Ah, but wait... Isn't that just because your calculator rounds down? (its called significant digits its easy)[\Troll]

edit : +12

This post was edited by Taxidermy on May 5 2010 03:09pm

.999 != 1

you're all idiots

geometric series involves no questionable logic

lol i just did this on a calculator

i typed .999999 like a million times and pressed =

the answer was 1 lol

You can also type 9^9^9^9^9 and get infinity

nice try idiot

No, calculators are useful in nearly every proof in mathematics. You try a few examples on your calculator and when you see that it works, its proven.

edit : +13

This post was edited by Taxidermy on May 5 2010 06:33pm

9^9^9^9^9^9 = infinity

is that what you're telling me?

whoops

This post was edited by srevir on May 5 2010 07:08pm