Quote (thefarmstudio @ 29 Apr 2010 22:42)
and about your second example:
Lololol
Let x = 0.99999.... || * 10
10x = 9.99999... || - x
9x = 9
x = 1
?_?
Obviously, this is a kid's logic (no offence m8). You can't have an equation that says a=b and then doing some basic transformations you get a=c, having in mind that b is different than c. Equations don't work like that and 100% that's a sign that you're doing your calculations wrong.
Need more proofs brick?
0,000.....1 = 1 * 10^[negative infinity] (infinite amount of zeros)
1 * 10^[negative infinity] = 1 / 10^[infinity]
10^infinity = infinity
1 / infinity = 0
How do you disprove that?
Here it's displayed better (ty paint):

Quote (thefarmstudio @ 29 Apr 2010 22:42)
Quote (sevlo @ 29 Apr 2010 22:29)
Lololol
Let x = 0.99999.... || * 10
10x = 9.99999... || - x
9x = 9
x = 1
?_?
Let's have 5+5 = 10
But 8 + 2 = 10 also!
Soo... 8=5 and 2=5, or 8=2 maybe ?!

What logic is this...?!
P.S.
http://en.wikipedia.org/wiki/0.999...Obviously if this was wrong, it would've been corrected a long time ago.
2 User(s) are reading this topic (0 Guests and 0 Anonymous): sevlo,
thefarmstudioC'mon!
This post was edited by sevlo on Apr 29 2010 02:10pm