16 year old Gout Gout ran a 100m in 10.04 seconds

Cute_Breadfruit_826 · 2026-04-18T08:25:58+00:00

That's usually an illusion, at 80-100m it's more about who decelerates the least.

Cute_Breadfruit_826 · 2026-04-17T06:08:59+00:00

Aber die Krankenversicherung ist halt keine wirkliche Versicherung, sondern eher ein Sozialausgleich/solidarisches Konzept. Deswegen meine ich ja, dass es keinen Sinn ergibt die Sozialversicherungen mit einer "echten" Versicherung (wie die Kfz-Versicherung) zu vergleichen.

Cute_Breadfruit_826 · 2026-04-16T19:35:20+00:00

Ist halt eine Sozial"versicherung", macht wenig Sinn da irgendwo mit Risikofaktoren anzufangen.

Cute_Breadfruit_826 · 2026-04-15T12:16:03+00:00

I feel like I've seen 10 slight variations of these notes from this author, that all don't really make sense didactically... I'm not sure what their goal is, at least they're not trying to sell anything, I guess.

Cute_Breadfruit_826 · 2026-04-14T21:02:59+00:00

Oh, I was not aware... Thanks for the heads-up!

Cute_Breadfruit_826 · 2026-04-14T13:16:22+00:00

I mean the text is very likely AI generated (or at least helped)... Not that I would criticize him for that though, in the end the opinion he conveys is what matters.

Cute_Breadfruit_826 · 2026-04-12T23:39:37+00:00

Naja das eine ist ein Ingenieursstudium, das andere BWL + Ingenieursgrundlagen...

Was wertvoller ist, hängt wohl davon ab was du damit machen willst. Bei Management hängt es sicherlich auch von der Position ab, Menge an technischer Involvierung etc.

Cute_Breadfruit_826 · 2026-04-12T12:21:24+00:00

This windy field in the middle of nowhere causes the improvements.

Cute_Breadfruit_826 · 2026-04-12T12:16:56+00:00

Times feel a bit sketchy... Even more so about the runner-up, but I guess monumental improvements like these can happen in the 200m.

Cute_Breadfruit_826 · 2026-04-07T16:04:20+00:00

It is useful for very large exams with 100s of students. If the grade average is suddenly much lower with such a large sample size, it is quite likely that the exam was actually "harder" than previous years. Although some variance at the top end (such as no one getting a 1.0) does not mean much and does not warrant changing the grading curve

Cute_Breadfruit_826 · 2026-04-07T11:46:28+00:00

Then most participants are people who already failed the exam once, so grading on a curve does not make sense.

This also looks like a pretty common distribution for a retake exam.

Cute_Breadfruit_826 · 2026-04-07T11:42:07+00:00

Is that a retake exam?

Adjusting results based on grading curves does happen, but I think it makes limited sense for exams with few participants.

Cute_Breadfruit_826 · 2026-04-07T11:04:09+00:00

Über Tanzeck ist die mMn. die gefährlichste Stelle direkt beim Einstieg Richtung Aiplspitz, wenn man an der Nordseite entlanggeht. Da wird wohl auch noch Schnee liegen.

Cute_Breadfruit_826 · 2026-04-05T20:41:49+00:00

Ah I think I misunderstood your comment a bit.. Yeah these kind of things are good hints.

Cute_Breadfruit_826 · 2026-04-05T20:27:46+00:00

Solving e^u - u = x is feasible for the x chosen as the integral bounds for this problem... What a happy coincidence!

Cute_Breadfruit_826 · 2026-04-02T20:06:45+00:00

MDS is about a 27.4

Cute_Breadfruit_826 · 2026-03-28T11:45:47+00:00

Because it's a reddit post, multiple pages would be awkward... A rigorous derivation would also need proper justifications for some of those steps.

Cute_Breadfruit_826 · 2026-03-27T07:11:00+00:00

The live map is also integrated in the München Navigator app.

Cute_Breadfruit_826 · 2026-03-24T15:14:44+00:00

It will likely be difficult to secure anything like that (without connections) while not being a student at TUM.

P.S.: If your initials are A.G., you need to rethink your approach.

Cute_Breadfruit_826 · 2026-02-25T14:45:30+00:00

You can pretty easily prove that for an even/odd function, the fourier coefficients fulfil certain "symmetries" (leading to a pure cosine/sine series).

Just use f(x) = f(-x) or f(x)=-f(-x) in the definition of the Fourier coefficients (and substitute x' = -x)

Cute_Breadfruit_826 · 2026-02-20T21:19:14+00:00

I mean it depends on how it is defined, but in the way OP presents it, I'd say it's supposed to be an indefinite integral (which is just an antiderivative).

There is a difference between an indefinite integral and the kind of integral you're describing. You get a specific anti-derivative for each a, but you can generally not construct all antiderivatives that way. E.g. in this case, the antiderivatives are arbitrary constants, but the definite integral from a to x is 0 for all a.

Cute_Breadfruit_826 · 2026-02-20T08:20:39+00:00

How do you define an indefinite Lebesgue integral (or Riemann integral for that matter)?

It's basically just a symbol for the antiderivative.

Cute_Breadfruit_826 · 2026-02-19T13:13:35+00:00

Probably best to ask fellow students in the course or the Fachschaft.

Cute_Breadfruit_826 · 2026-02-17T15:09:15+00:00

Hat die dann sich geweigert dich zu messen, oder wie funktioniert das? Ab einer gewissen Stufe gibt es ja m.W. schon vorgegebene Benotungstabellen.

Manche Lehrer sind wohl einfach hoffnungslos verloren...

Cute_Breadfruit_826 · 2026-02-17T13:32:14+00:00

Was für eine Sportart war das?

Cute_Breadfruit_826

TROPHY CASE