>>8492303
>>8492306
I've never understood this. Why does it look convergent? Just because the limit goes to 0? Why would you assume that implies convergence?
>>8492373
1/1+1/2+1/3+1/4 and so on, looks pretty damn convergent to me you fucker
Does anybody have the one of the number theory butthurt guy towards geometers?
>>8492519
1-> 1
2-> 1,5
3-> 1,75
4-> 1,875
how is it convergent
>>8492373
>limit goes to 0
u wot m2^3
>>8492637
consider the sums over 1/n^2
1->1
2->1,25
3->1,361
4->1,424
...
but still we have
1+1/4+1/9+...=pi^2/6=1,6449...
>>8492638
as in lim 1/n = 0
>>8492306
This is why I switched from engineering to geology. Fuck series and sequences.
>>8492637
Because the change decreases every time. Ie, at large values of n, the change in the sum might as well be 0. The rate of approaching infinity slows down as the series progresses, but it still always approaches infinity, even at infinitely high values of n
>>8492608
>>8492669
so numbers made you mad so you instead started admiring rocks?
>>8492303
anything involving blackscienceman and bill are jokes.
>>8492682
How many lattices can you describe right now?
>>8492669
What the hell. We had one guy who switched from electronic engineering to geology. He quit pretty quick though, didn't stick past the intro math courses.
Obligatory numberphile pic. Anyone got the greentext where the Klein bottle guy cums """"""""in"""""""" a Klein bottle?
>>8493568
Like maybe 5 or 6 right now my dude
>>8492527
But what's the translation for
>Sometimes things grow exponentially
>>8493648
hair doesn't really match the function though. But it is cool hair.
HAHAHA LIKE OMGG LOLZZZ LIKE IF U GET IT Xdd