Excelsior

the problem with this question as normal is that not too many people took a real analysis course. which is all about proving theorems. i mean we could incorporate both heine-borel theorem and into the limits and continuity theorems. for a funciton defined on a neighborhood of a point, continuity at the point means the same thing as having a limit equal to the functional vale:

Theorem of 1.0=0.999. let f:s→R, where s is the neighborhood of c ɛ Ɽ.
a) Æ­ is continuous at c;
b) Ǝ lim (sub) x→c(/sub) ƭ(x) = ƭ(c)

also here's some sources (had to find my old books and notes) The equivalence (a)↔(c) is due to S. Bnanach [cf. Hewitt and Stromberg, op. cit., p. 288 (18.25)], or see the author's article in paul halmos: celebrating 50 years of mathematics [springer-verlag, new york, 1991], p. 284 propositions.


imo ice cream still tastes good no matter what any people say.

what

the ...

Did you just say man???????????????

Geek alert!

So now we know what Colibri really looks like?

He sincerly looks like my daughters mom! I have to show them that pic when they come home

fingers wrote:He sincerly looks like my daughters mom! I have to show them that pic when they come home

Ummmm, That looks like your baby Mama? Got really good luck with the ladies do ya fingers? lol

just kidding, its not a flame bro, i just couldn't resist.

I swear, the eyes, the lips, the tone of the skin, same thing. She was a bit more feminin though

hehehe i tried out for beauty and the geek, but they don't allow nerds, dweebs and super geeks so i was out.

That picture is actually of me. I was in Jr High and I found out they were having pizza and tater tots for lunch that day.

blasphemy

0.999999 != 1

this is easily demonstrated by multiplying with any large value that would demonstrate a divergence in the (so called) 'rounding'

also: hi coli

hi back

Hi Ale!