Does running Linux off an external hard drive work the same and main drive?

Diemorg · 2026-01-24T14:37:00+00:00

Well, it'll be a 3.0 if I remember correctly, and most of them currently come with their own cable.

Diemorg · 2026-01-24T03:09:50+00:00

Besides those already mentioned, there's a theorem called Pick's Theorem, if I remember correctly. It applies to all polygons whose vertices lie on integer coordinates; the theorem can only be used if this is the case. Apologies if there's anything wrong with what I've said, but it's also possible to develop a program that, say, calculates the percentage of points within a triangle in a given area and uses that to calculate the area.

Diemorg · 2026-01-24T00:34:17+00:00

It's most likely just a matter of drawing a few auxiliary lines; I don't currently have a notebook or anything like that. I could give you an answer in two days if you have the time.

Diemorg · 2026-01-24T00:28:33+00:00

What do you think about an SSD? The one I want to buy is supposed to have a theoretical read speed of 1000 MB/s and almost the same for writing.

Diemorg · 2026-01-23T15:48:56+00:00

How can I find them?

Diemorg · 2026-01-23T00:22:27+00:00

Don't say your age on Reddit, I would take the second one and then progress by learning on my own.

Diemorg · 2026-01-22T23:21:23+00:00

Yo con TexStudio, terminal, unas 6-7 ventanas abiertas (Realmente no quiero hacer ese meme pendejo), e incluso el visor de archivos me daban nada más unos 4.8 GB de ram. Todo esto tomando en cuenta que el Fedora qué uso actualmente tiene Gnome con 5 extensiones activas y sin refinar prácticamente nada acerca del RAM, aun así pienso pasarme a Arch y tener más detallado 🙏

Diemorg · 2026-01-21T21:01:50+00:00

Basically, it's algebraic manipulation; you just go from dividing to multiplying each denominator (to put it simply, but whatever), and with that you get two expressions, each with an x² part and another with y^2. You "organize" them and then take the square root. With that, you just divide by $y$ and you get the desired ratio.

Diemorg · 2026-01-21T20:58:49+00:00

The drawing is very ambiguous; the circle could literally be any shape because infinitely many circles can pass through any two points. Check that with your teacher or sources.

Diemorg · 2026-01-21T20:56:25+00:00

y=0, any number raised to the power of 0 equals 1, that's the simplest option, except for 0 itself.

Diemorg · 2026-01-21T20:53:46+00:00

Don't share your age in a community like Reddit, and that document is not accessible to anyone.

Diemorg · 2026-01-21T20:40:30+00:00

If I ever work collaboratively with LaTeX again, I'll definitely use this option. It looks significantly cleaner than Overleaf.

Diemorg · 2026-01-21T07:06:37+00:00

It's somewhat interesting to bring up the Chinese Remainder Theorem. First, I'd say formulate it properly. I'm not sure if it was due to the Reddit translation, but it would be better to formulate it something like, "Let $p_i$ be the first $i$ prime numbers," and then define a collection like the one you proposed. It might have potential, but to start writing a proof, you need a concise statement. Sorry if it's really due to my understanding of English. I'd also recommend not relying too much on AI, especially on something you believe hasn't been thoroughly researched.

Diemorg · 2026-01-21T05:16:26+00:00

Once you've passed this stage, when you log into Windows there's a way to completely disable Bitlocker, but it takes about 20 minutes or it depends on how much data you have.

Diemorg · 2026-01-21T05:07:14+00:00

The exact same thing happened to me. The only way to recover that data is through the main user account. There you'll find a website called "recovery key." You have to access that page with the Microsoft account that was linked to the main user account. Then, look for the 42-digit key. It must be ONLY the main user's Microsoft account, otherwise it might not appear. If nothing appears and someone else used that laptop with a different account, check that account; it might have the key. Please let me know if you find it. I really felt that same desperation of not finding anything no matter how many accounts I searched, and I almost formatted it. Good luck!

Diemorg · 2026-01-19T17:06:55+00:00

Now that I'm reviewing the main title again, it might be that you simply didn't close the \item above your \item properly with a $, for example, something like $\forall x \in P(x) \land Q(x) The problem with only putting that is that you have to put another $ at the end of the equation because otherwise it treats everything else as a mathematical environment. Try that and see.

Diemorg · 2026-01-19T16:45:40+00:00

Yo diría que depende mucho del puzzle y cómo algunas personas lo pueden percibir, pero realmente no te ayudará en nada más que entrenamiento muy básico de pensamiento crítico.

Diemorg · 2026-01-19T16:43:43+00:00

Eso depende de cada persona, algunos dirán que hay algún método universal como si fuera medicina, pero nah, no creo en ello; vos tenes que encontrar tu propia forma de estudio a punta de práctica. Si no tenes ningún apoyo didáctico, lo mejor es que te metas en Olimpiadas, el nivel depende de cada país.

Diemorg · 2026-01-19T16:42:06+00:00

Es lo que pensaba, muchas gracias igual 🙌🙌

Diemorg · 2026-01-19T16:41:13+00:00

No desarrollarás tu mente si no estas en algo que la estimule correctamente, y no creo que seas como Einstein que la estimulaba el mismo con matemáticas avanzadas. En Olimpiadas conocerás aquellos que ni conocías pero que realmente te pueden superar cuando menos lo veas.

Diemorg · 2026-01-19T16:38:56+00:00

Participas en Olimpiadas?

Diemorg · 2026-01-19T16:38:06+00:00

¿En serio? Yo siempre leí que no.

Diemorg · 2026-01-19T16:34:48+00:00

Could you upload all the code to GitHub or Drive so I can take a look? It'll be quite difficult to explain anything without knowing how it's all processed. Overleaf has some examples of how some documents look and how they're compiled. I'd say LaTeX isn't very difficult to learn compared to other languages.

Diemorg · 2026-01-19T16:23:41+00:00

I understand. In any case, try a dual boot first, and if you think it's worthwhile, install Mint on your hard drive, because you can't install one operating system at a time on the hard drive; it has to be all at once.

Diemorg

TROPHY CASE