0.999... = -24(1+2+3...)

0.999... = -24(1+2+3...)

True or False?

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en.wikipedia.org/wiki/1_+_2_+_3_+_4_+_⋯
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False

please provide proof and reasoning, thank you

Maybe

Tralse

1!=2

No, actually
1.999... = -24(1+2+3...) and
0.999... = -12(1+2+3...)

Wait a sec, I'm going to ask my pal

one factorial isn't two, user.

no, 0.999 = 1
(1+2+3...) = 2
if it was (-3 + -2 + -1 + 0 + 1 + 2 + 3) it would be true but the negative numbers are -1 so -1 + 2 = 1

Nope. The series diverges retard. Quit falling for numberphile memes and take a uni course

...

sign...

I will prove the second identity. The first follows trivially

Proof:
-24 * (1 + 2 + 3 + ...) =
-24 * (-1/12) =
24/12 =
2 =
1.999...

where the fuck did you get -24

...

>The series diverges retard.
What? It clearly doesnot diverge you moron.

Do you want me to step by step compute the sum to show it...

wait...

Oohh. HAHAHAH. You fucking retard think that we are definiting the convergence of an infinite series by the limit of partial sums? Top kek. Are you an undergrad calc 2 babby? Are alternate theories too hard for babby over here? How is calc 2 going huh? Did you already memorize the integral test for convergence? I hope you did! It is a pretty important theorem!

Hahah... Good talk with you kid. But call me when you are at least in your third course in real analysis.

I put it there. I am trying to prove that 1.999... = -24(1+2+3...)

And I did it by taking the right side and manipulating it into the left side.

>25.9999 = (1+2+3)
are you actually unironically fucking dumb

Jesus

and to top it all off you're a christfag
this is why we can't have nice things

I am not talking 1+2+3
I am talking about 1+2+3...

God damn man. I am clearly shitposting but the way you are perceiving my shitpost is so far off what the meaning of my shitpost is.

You think my shitposting has to do with me being wrong but I am actually right in a very shitposty manner. This is basically shiposting math. 1+2+3+... = -1/12 is shitpost math.

DELI THIS

Stop being such a stuck up cunt. It is clearly divergent. Only because you can use certain methods to assign a finite numbers to divergent series to give them a meaning in physics still doesn't make them convergent.

en.wikipedia.org/wiki/1_+_2_+_3_+_4_+_⋯

>He thinks that the study of summation is physics and not analysis/pure mathematics

top kek you really are an undergrad babby. Go back to practicing the product rule. That's a real tricky one!

False, the series on the right diverges so it's not equal to the finite value on the left.

>0.999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999.....
>finite

Yes, it's equal to 1.

tell me when it finally equals 1
0.9
0.99
0.999
0.9999
0.99999
0.999999
has it become 1 yet?
0.9999999
0.99999999
0.99999999999
when does it become 1?

>bring me a block of ice or i will kill u
HERE IS A BOWL OF REALLY COLD WATER IT'S 99.9999999999999999999...% COMPLETE TO BEING ICE BUT IT'S NOT QUITE ICE Y-
>*boom*

I'm not even the same guy you replied to in the first place, he abandoned thread, rightfully so. But you are saying it yourself, it is a summation issue. It STILL doesn't make a divergent series magically convergent, stop falling for memes.

He wouldn't be able to bring it to you anyway. Since he'd have to walk half the distance between him and you, then half of the remaining distance between you and him, then half of that then-.

>then-
user r u ok

>being this much of an ass burger

The amount of autism in this thread is disturbing to say the least

yeah my autism detector started beeping when it saw your post

0.999... = -12 ( 1 + 2 + 3 ... )

>proof
[math]\displaystyle{\sum_{i=1}^{\infty}{i}}[/math] does not exist (aka. it diverges).

qed.

Can you give me a fast summary on what he said?

nice meme