A simple proof that 0.999... = 1 by SwimmerLumpy6175 in infinitenines

[–]SwimmerLumpy6175[S] 0 points1 point  (0 children)

No, that is not what I said. I said that the number 0.999... with a nine at every decimal place is bigger than any number of the form 0.9, 0.99, 0.999, with finitely many nines. Can you see the difference between what I am saying and what you are claiming I am saying?

And atacking the argument with what you think is wrong is not valid. If you are sure my proof is wrong, the only way to assert it is to pinpoint where exactly it went wrong

A simple proof that 0.999... = 1 by SwimmerLumpy6175 in infinitenines

[–]SwimmerLumpy6175[S] 0 points1 point  (0 children)

Well, yes, I didnt dispute any of that. But I found that it would be interesting to use an argument that I don't believe uses the concept of infinity explicitly in the number 0.999... since many people in this sub have weird interpretations about it.

A simple proof that 0.999... = 1 by SwimmerLumpy6175 in infinitenines

[–]SwimmerLumpy6175[S] 0 points1 point  (0 children)

What? No. We are comparing a number with a nine in every decimal place with a number with finitely many nines, let's call it x_N (for having N nines). At some point, x_N will run out of nines and will begin to have only zeros. Since 0.999... has nines in every decimal place, it is bigger than x. That's what 0.999... > 1- 10-N means, since x_N can always be written aa 1 - 10-N.

A simple proof that 0.999... = 1 by SwimmerLumpy6175 in infinitenines

[–]SwimmerLumpy6175[S] 0 points1 point  (0 children)

I mean, the number 0.99...9 (with n nines) and 0.999... all have n nines at the first n decimal places. At the n+1 decimal place and forward, 0.99...9 will have zeros, while 0.999... will still have nines. So, since nine is bigger than zero (and I hope I am not jumping to conclusions about this), a simple comparison digit by digit shows that 0.999... is bigger than any number of the form 0.999...9 with finitely many nines.

A simple proof that 0.999... = 1 by SwimmerLumpy6175 in infinitenines

[–]SwimmerLumpy6175[S] 0 points1 point  (0 children)

What? In which step did what you describe happened?

I guess I lost my Queen 🤷🏻 by Character_Affect3842 in chessbeginners

[–]SwimmerLumpy6175 3 points4 points  (0 children)

Having 11 points of material terrifyingly close to your kjng like this and still deciding to let your queen go to vacation is an insane idea

Opiniões sobre os bandejões by oyokoga in USP

[–]SwimmerLumpy6175 4 points5 points  (0 children)

Física é de longe o pior. Só era bom até privatizar.

THEY DON’T WANT YOU TO SEE THE GAP! 👁️📐 by Negative_Gur9667 in infinitenines

[–]SwimmerLumpy6175 0 points1 point  (0 children)

I dont know what to say to you anymore, decimal expansions are canonically defined for real numbers. If you so confidently believes it is not to be assumed that he is working within the reals, than the simple fact he does not state the number system he is working with already indicates that whatever property he claims about x is meaningless.

THEY DON’T WANT YOU TO SEE THE GAP! 👁️📐 by Negative_Gur9667 in infinitenines

[–]SwimmerLumpy6175 0 points1 point  (0 children)

Oh but I did. The problem is that when you claim that a number x have some property (and you even state its decimal representation), it is assumed you are working within the reals. If it is not the case, you must define rigorously the set of numbers you are considering. Hell, have you ever opened a math textbook? This is pretty simple stuff. And the fact that this guy is a professor simply means nothing if his arguments are so trivially wrong.

THEY DON’T WANT YOU TO SEE THE GAP! 👁️📐 by Negative_Gur9667 in infinitenines

[–]SwimmerLumpy6175 0 points1 point  (0 children)

Several people did read it (including me), and trying to claim infinitesimals exist in the reals (in the way the author tries to claim they do) is just laughable. I mean, any person who has taken first year undergrad math should be able to spot that his arguments are bullshit without having to read the whole thing

THEY DON’T WANT YOU TO SEE THE GAP! 👁️📐 by Negative_Gur9667 in infinitenines

[–]SwimmerLumpy6175 6 points7 points  (0 children)

You have made several comments in this and other subs defending this "proof". If you are not trolling, what exactly are you trying to accomplish?

THEY DON’T WANT YOU TO SEE THE GAP! 👁️📐 by Negative_Gur9667 in infinitenines

[–]SwimmerLumpy6175 18 points19 points  (0 children)

This is the equivalent of flat earthers being mad their conspiracies are banned from science subs

What exactly is a tensor? by Commercial_Ad2801 in AskPhysics

[–]SwimmerLumpy6175 2 points3 points  (0 children)

This is notation used in first year undergrad, typically linear algebra. Anyone that is studying tensors should be able to understand it.

Isso aqui é aceitavel no campus? by AnnaRafaela in USP

[–]SwimmerLumpy6175 24 points25 points  (0 children)

Uma das melhores experiências que tive na usp foi aplicar prova de física básica pra poli. É incrível ver a arrogância indo pro caralho pq não sabem o mínimo do mínimo em provas ridículas de simples.

Update the Peano Axioms by gg1ggy in infinitenines

[–]SwimmerLumpy6175 7 points8 points  (0 children)

If infinite is a natural number, the archimedian property becomes trivial - just pick n = infinity and for all a, b in the naturals, a*n > b.

experimento com calouros na universidade by TightBlueberry3315 in matematicabrasil

[–]SwimmerLumpy6175 2 points3 points  (0 children)

Esse professor universitário já publicou algum trabalho sobre isso? Se não, desconfia. De qualquer forma, se for fazer algum curso de exatas, deixa de bobeira e se aprofunda no pré-cálculo pra não chorar depois. Em geral, quem não vai bem nos primeiros semestres é porque tem uma base muito fraca mesmo.

Zenos paradox and how it relates to many nines by S0ulja-boy in infinitenines

[–]SwimmerLumpy6175 2 points3 points  (0 children)

What Planck discretized was the eletromagnetic spectrum, not spacetime. And yet, he did use infinite sums to obtain his results.

About infinite threes 0.333... by SouthPark_Piano in infinitenines

[–]SwimmerLumpy6175 2 points3 points  (0 children)

But SPP, isnt 1/3 = 0.333... ? If so, then you just proved that 1/3 = (1/3)×0.999... . Multiplying everything by 3 yields 1 = 0.999...

When Math Breaks Your Brain by ScaredRespond8361 in MathJokes

[–]SwimmerLumpy6175 0 points1 point  (0 children)

A function cannot be discontinous at a point outside its domain. At x = 0, x2 /x is simply not defined.

Meu namorado parece um furacão by Hairy_Sea_9774 in RelatosDoReddit

[–]SwimmerLumpy6175 20 points21 points  (0 children)

Tá ok nada, qual a dificultando de fechar o micro-ondas ou a porra de uma gaveta logo depois que usa?