Connection ErrorBad RequestThis page went staleSession ExpiredSign in requiredForbiddenNot FoundToo Many RequestsServer ErrorBad GatewayService UnavailableGateway TimeoutHTTP Version Not Supported
Session Expired
Your session has expired. Please log in to continue.
Sign in required
You need an account to do that. Sign in or create one — it only takes a minute.
This page went stale
Your security token was rejected, usually because the page sat open too long or you signed in elsewhere. Nothing was saved. Reload the page and try again.
Request Failed
We encountered an issue while processing your request.
Please check your internet connection and try again.
Error Details:
Share Link
Posts from Sacred Haven of DebaucheryAuto-translated
I think Ment is just using all his strategic reserves for his thesis (or whatever he's writing). And the puzzles are just... a way to distract himself and have some fun.
Yeah, I'm done.
The height is h=ab/c, so we know ab=hc=12*7. The area S=ab/2=6*7=42, that's it. Mort and Rimp are right.
There won't be 42. So Rimp is right, and Mort is wrong. However, I couldn't solve its biquadratic equation. Maybe its solution will show that he is also right. But it seems I made a mistake somewhere, or the equation is incorrect, because I got some nonsense instead of a solution.
..разым двазым трызым рызым пята лата сигерь мата локом боком крюк за крюк из бульмы бульма урюк.. Знание некоторых закономерностей освобождает от изучения многих фактов. Мечты сбываются рано или поздно, так или иначе.
The problem statement does not specify that the triangle is isosceles.
Therefore, completely different formulas must be used.
Okay, I'll give you a hint.
1/a^2 + 1/b^2 = 1/f^2;
c^2 = a^2 + b^2, where a, b are the legs, c is the hypotenuse, and f is the altitude;
These need to be combined into a system, and a or b needs to be expressed, which is what I did, and from there, the area can be found using the formula for two legs.
Added 5 minutes later
In general, it's a rather simple problem from the school curriculum.
Let's try something from mathematical cybernetics.
Added 7 minutes later
Here's an example:
Does there exist an infinite connected set (in the sense of integer distances) of points in the integer lattice Zn for some n, no three of which lie on the same line?
Смысла нет, но вы держитесь там. Удачи, здоровья, хорошего настроения! И пока в кармане пачка милкиуэйев - значит все не так уж плохо на сегодняшний день
Actually, it's a pretty simple problem, from the school curriculum.
so it's not simple, since my answer doesn't match yours. I'll figure out how this is happening. Lord Death
Let's try something from mathematical cybernetics.
what is that? I'm not going to study cybernetics. I'm more interested in theory right now, because I have courses in September, and I don't even know the basics. But the problems there are so strange that I can't even solve the very first one (read: "the easiest one") . I don't think they belong here.
..разым двазым трызым рызым пята лата сигерь мата локом боком крюк за крюк из бульмы бульма урюк.. Знание некоторых закономерностей освобождает от изучения многих фактов. Мечты сбываются рано или поздно, так или иначе.
I can't even solve the very first one (meaning the easiest one).
I sympathize.
Added 5 minutes later In general, I advise you to install Mathcad.
Added 9 minutes later By the way, problems for discrete cases, like coin toss games, are trivially solved. It's when you need to deal with limits and the binomial distribution that you need to use your brain a little more.
Смысла нет, но вы держитесь там. Удачи, здоровья, хорошего настроения! И пока в кармане пачка милкиуэйев - значит все не так уж плохо на сегодняшний день
I think I saw it. They usually provide PP (presumably a software package) during the courses, which are necessary. But if there isn't enough, I'll also look into Matcad.
Ment, if you're still interested in the triangle problem, find the length of each leg. Although there's a simpler solution. Without finding the legs and any biquadratic equations. Hint: circumscribe a circle around this right triangle. Mona
Sesam, did you figure out the airplane problem? It's a cool problem, by the way.
I didn't even try. Unlike math, I always got Cs in physics. I don't like that subject. :( But I was told that the problem is interesting.
..разым двазым трызым рызым пята лата сигерь мата локом боком крюк за крюк из бульмы бульма урюк.. Знание некоторых закономерностей освобождает от изучения многих фактов. Мечты сбываются рано или поздно, так или иначе.
The smartest guys on the internet hang out here, I'm telling you.
Okay, I'll keep that in mind. And I'll be proud. Mona
And no passing grades in math? =)
Nope... I have the whole spectrum in math
Added 1 minute later The cop also likes physics. And Mort and Arec are just smart. But I feel a bit awkward asking them to explain to a blonde how to solve this airplane problem. :smile28:
..разым двазым трызым рызым пята лата сигерь мата локом боком крюк за крюк из бульмы бульма урюк.. Знание некоторых закономерностей освобождает от изучения многих фактов. Мечты сбываются рано или поздно, так или иначе.
Actually, that's not very interesting; I would prefer to increase all body parts, including the brain.
Commendable ambition! Nowadays, everyone only thinks about how to increase the size of their genitals, but only a truly intelligent person would want to increase the size of their brain.
Where do we go? Where do we end up when we save the world?
A truly intelligent person desires to expand their mind.
Size isn't everything.
..разым двазым трызым рызым пята лата сигерь мата локом боком крюк за крюк из бульмы бульма урюк.. Знание некоторых закономерностей освобождает от изучения многих фактов. Мечты сбываются рано или поздно, так или иначе.
RiMpel2
. I don't think they belong here.
