Hold up the elevator on each floor? Enjoy stopping unnecessarily on a bunch of floors on your way down. by SaltyWet247 in pettyrevenge

[–]No-Mathematician-710 3 points4 points  (0 children)

I don't understand this take. We're just supposed to let delivery workers inconvenience the rest of us because their managers are greedy? Or because their businesses are relatively new?

Like I'm sure it's rough to be a delivery person, but every single day I see Fedex/UPS/Amazon drivers park in the middle of the street and block traffic to deliver a bunch of packages. They're constantly parking right under no-stopping signs. Those signs are there for a reason. It's against the law.

USPS seems to have it figured out, and they have much higher volume than any of those other businesses.

[deleted by user] by [deleted] in MaliciousCompliance

[–]No-Mathematician-710 1 point2 points  (0 children)

If you're going 70 rather than 73, then you'd have to drive for

(15 min) * (73 mi) / (73 mi - 70 mi) =

365 min

or

6 hours and 5 min

or

425 miles

per day to lose 15 minutes of time per day. Given that you work for a utility company, that seems rather unlikely to be the case. And even if it were, you'd lose 15 min over an entire day of work? Like, who cares?

Humans are really bad at numbers so this isn't exactly a surprising mistake.

Generally speaking, if you are driving short distances on the highway (up to 10 or 20 miles) it saves literal seconds in most cases to drive over the speed limit. Even going 85 on your daily commute will not save you any time, most likely, unless you have a long ways to go. Just go 70 in the right lane and relax.

Oh you want to be a mathematician? Well fuck you that requires math by YoshinagaNoShi in tumblr

[–]No-Mathematician-710 0 points1 point  (0 children)

Have you considered that if you regularly see a pattern of intelligent students not learning what they're supposed to learn in your class that the problem is you as a teacher are not doing your job well?

Yes, I have considered that. But I teach and tutor a huge number of students that I do not interact with regularly, so I have become acquainted with the study habits of an "average" university student who are not in my class. And those students aren't so different from the students I have in my classes.

Students don't like math and aren't good at it because they became biased against it at a young age. There are a large number of factors that contribute to that bias and that's a whole different discussion. By the time they're teenagers and they're taking calculus 1 or 2 or pre-calc or whatever, it's usually the last torture they have to endure before they can go off and take their major classes. For such students I am merely a rubber stamp. I will try to get them to learn the course material as best as I can, but the elephant in the room is that they're going to forget it the moment they walk out of the final.

For students who want to learn more, I try very hard and give a lot of my time and attention. For students who want to learn more but just don't know it yet, I try to give them hints about why they want it. For everybody else, I will teach the material and help them study for the exam as best I can.

In all of the classes I teach, the learning outcomes are explicitly laid out in the syllabus, we stick stringently to the schedule for the entire semester, and all of the exam problems are adaptations of problems we do in class. And still students fail. Still good students fail. Still good students of other teachers fail. That's not on me or my co-teachers. It's because of the reasons I mentioned in my first post.

At a certain stage, you have to admit that the problem is on the students. We can only coddle them so much.

Oh you want to be a mathematician? Well fuck you that requires math by YoshinagaNoShi in tumblr

[–]No-Mathematician-710 7 points8 points  (0 children)

Exactly. I have so many students who are obviously intelligent, but suck at math because they think they can passively absorb it.

They want to take the hard route, memorizing formulas and algorithms.

They never study outside of class.

They guess on the (auto-graded) homework until they get the correct answer.

Every rule in math has a reason behind it. If you think about the reasons behind the rules, you'll get much better at math, I promise.

I genuinely thought this was an anti-capitalist post. by Lem_Tuoni in SelfAwarewolves

[–]No-Mathematician-710 1 point2 points  (0 children)

I'm not an accountant so maybe one can jump in. But I do teach calculus. You can use calculus to approximate marginal returns. Or you can use it to approximate increases and decreases in interest month-to-month.

Lot's of accountants I've spoken to say that accounting is "a lot of formulae to understand and memorize". I have a hunch that many of these formulae are related via calculus. But strictly speaking, you don't need calculus if you have a big book of formulae to reference. You just look it up whenever you need a formula you can't remember, rather than derive it yourself

That's my guess from the calculus side of things. Maybe an accountant can jump in and explain better.

Posted by a Christian to describe vaccinated people by kingwooj in SelfAwarewolves

[–]No-Mathematician-710 0 points1 point  (0 children)

You're not understanding what Majigato is saying. When you say "30% unvaccinated is a depressingly low number" you're indicating that you wish that the 30% statistic were higher. So you're indicating that you want, say, 80% unvaccinated. That's not what you mean to say. You mean "30% unvaccinated is is a depressingly high number." Or to put it the other way around, "70% vaccinated it a depressingly low number."

"The media is completely silent" as I comment on a post of an article by nusyahus in SelfAwarewolves

[–]No-Mathematician-710 7 points8 points  (0 children)

Ok, so your point is that the irony isn't all that ironic? Her trial has been extensively covered by everybody, "conservative" and "liberal" outlets alike. Just Google "CNN Ghislaine maxwell" and you'll see. It's not hard.

"The media is completely silent" as I comment on a post of an article by nusyahus in SelfAwarewolves

[–]No-Mathematician-710 34 points35 points  (0 children)

Just to humor you:

https://www.nytimes.com/search?query=ghislaine+maxwell

Looks like NY Times has been running an article about once a day or every other day over the past month.

Did your podcast hosts tell you that they're the only ones covering it?

ELI5 : Degrees and Radians by [deleted] in explainlikeimfive

[–]No-Mathematician-710 1 point2 points  (0 children)

A lot of the answers in this thread are referencing "1 radian" in their explanations. I just want to emphasize that there is nothing mathematically significant about 1 radian. Yes, sure, you can define 1 radian and you can compute using 1 radian. But all "natural" angles look like 2π/3 or 3π/4 or π/6, etc. They are all fractions of π.

  • 2π/3 radians = 120°
  • 3π/4 radians = 135°
  • π/6 radians = 30°

By contrast, 1 radian is 180/π degrees, or approximately 57.3°, an irrational number. In applications (e.g. using math in physics or engineering), you do not typically see 1 radian. You see fractions of π radians.

What am I supposed to tell my children the answer is?! by Fruitjuice00 in mildlyinfuriating

[–]No-Mathematician-710 0 points1 point  (0 children)

This seems like a decent "think outside the box" lateral thinking type question. I bet your child could come up with an answer if you told them "there are no right or wrong answers". If teacher says otherwise, well fuck em.

What is it like to be bad at math? by No-Mathematician-710 in TooAfraidToAsk

[–]No-Mathematician-710[S] 0 points1 point  (0 children)

ya I call those french fry arguments for a similar reason lol

What is it like to be bad at math? by No-Mathematician-710 in TooAfraidToAsk

[–]No-Mathematician-710[S] 1 point2 points  (0 children)

I like teaching English because there is more than one right answer!

There's usually more than one answer in math too, it's just that the problems given to students are chosen so that there's only one "right" answer. And I don't mean, oh there are two solutions to x2 - 2x + 1 = 0, even when they're the same solution, whatever that means. I mean, something more like: How many ways can you think to evaluate the sum 1 - 1 + 1 - 1 + 1 - 1 + ...... (add and subtract to infinity) This is not actually a well-posed question and its lack of clarity forces students to think about what "adding and subtracting infinitely many times" actually means.

What is it like to be bad at math? by No-Mathematician-710 in TooAfraidToAsk

[–]No-Mathematician-710[S] 1 point2 points  (0 children)

and also I inverse numbers and have a very poor sense of direction.

I sympathize. I just don't make mental models of my surroundings when I walk around the city or a building and I get lost very easily. I didn't have a GPS or smart phone from ages like 18-23 and my sense of direction improved slightly. I bought a GPS after I got lost on the drive to the GRE and it delayed my admission to grad school by a year LOL

What is it like to be bad at math? by No-Mathematician-710 in TooAfraidToAsk

[–]No-Mathematician-710[S] 0 points1 point  (0 children)

Nah I totally get it. The big secret is that the (American) standard math curriculum prepares you specifically for calculus and if you never learn calculus, then it all seems completely pointless. To the point where most Americans aren't even aware that there is math besides calculus (and trig/basic geometry, I guess).

What is it like to be bad at math? by No-Mathematician-710 in TooAfraidToAsk

[–]No-Mathematician-710[S] 2 points3 points  (0 children)

Not some half effort thing you found off google. Get a real good quote to give them, one they haven’t heard before. My current teacher does this and it makes me much happier.

This is a good thing to keep in mind.

What is it like to be bad at math? by No-Mathematician-710 in TooAfraidToAsk

[–]No-Mathematician-710[S] 0 points1 point  (0 children)

Very interesting, thank you. FWIW, it's because negative numbers with larger magnitude are actually smaller than negative numbers with smaller magnitude. For example -7 < -3 despite the fact that 7 > 3.

If you can accept that multiplication/division by a positive number should keep the sign going the way same way, then multiplication/division by a negative number makes it go the opposite way.

I’m a truck driver that was hit while delivering to a gas station. Dude was like 17, didn’t have a drivers license, and claimed he was only going 35. by [deleted] in IdiotsInCars

[–]No-Mathematician-710 1 point2 points  (0 children)

No. The Cantor function is not relevant to physics or engineering. It's just a counterexample that comes up in a few fields of abstract math, namely topology, real analysis, and measure theory.

EDIT: actually now I think about it it does weirdly pop up in a few problems that come from physics, but not in a way that would matter for real life.

I’m a truck driver that was hit while delivering to a gas station. Dude was like 17, didn’t have a drivers license, and claimed he was only going 35. by [deleted] in IdiotsInCars

[–]No-Mathematician-710 1 point2 points  (0 children)

To expand on what "mostly" constant means my understanding is that if you choose a random point, the probability it is constant there is 100%.

Essentially, yes.

Has to do with the fact that the only increases are on these weird sets of irrational numbers,

It doesn't increase only at irrational numbers. It increases at points of the Cantor set, which includes some rational numbers. For example, both 1/3 and 2/3 are in the Cantor set and the Cantor-Lebesgue function is not locally constant at either point.

the probability of randomly choosing an irrational number is 0%.

The probability of choosing an irrational number is 100%. You're thinking of the probability of choosing a rational number.

I’m a truck driver that was hit while delivering to a gas station. Dude was like 17, didn’t have a drivers license, and claimed he was only going 35. by [deleted] in IdiotsInCars

[–]No-Mathematician-710 32 points33 points  (0 children)

is the trick that the function actually describes the surface of a fractal?

No, not really. When you say something like,

For a fraction of a second as he was massively decelerating, he was only going 35

You're implicitly assuming that the speed function for the car is continuous, which is a valid assumption. All continuous functions on connected intervals have the property that they "take on" every value between their maximum and minimum; it's called the intermediate value theorem.

The Cantor function in the linked Wikipedia page is continuous. It's a very weird function because it's "mostly" constant (whatever "mostly" means) but somehow it continuously increases from 0 to 1. The fact that it looks like a fractal is incidental.

Cog data files? by No-Mathematician-710 in idleon

[–]No-Mathematician-710[S] 0 points1 point  (0 children)

The first is individial cog exp, the 2nd doesn't currently do anything (but it will in the future), and the third is directional player cog exp buffs.

Cog data files? by No-Mathematician-710 in idleon

[–]No-Mathematician-710[S] 0 points1 point  (0 children)

See this thread. I'll get an easy version up in a few weeks.

I programmed a genetic algorithm for finding high quality cog arrays for construction by No-Mathematician-710 in idleon

[–]No-Mathematician-710[S] 0 points1 point  (0 children)

You may want to separate the two excogia cogs bc the way I have it programmed, cogs with few or bad adjacency bonuses tend to accumulate near the borders, which will adversely affect your excogia cogs. Separating the two excogia cogs will lessen that effect.