[Archive c 17.03.2008] Humour [Archive to 28.04.2012] - page 21
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Продолжаем. У арктангенса и синуса тут разные аргументы.
При достаточно большом n и x(n) = 1/((n+0.5)*Pi) подкоренное будет равно примерно
arctg(1/((n+0.5)*Pi)) * sin((n+0.5)*Pi) ~ 1/((n+0.5)*Pi) * (-1)^n -> 0, но знак будет меняться. Вот тебе последовательность, дающая чередование знаков.
А предел корня из х существует только справа и равен нулю.
Эхх, Mischek, ну ты и кашу заварил...
2 Richie: это возможно в алгоритмических языках, если х типа double. Только ничего смешного тут нет :(
I erased a piece of text long ago, I had time to figure it out. I was hoping you had gone for a coffee and didn't notice, but no, you did.
"And the limit of the root of x exists only to the right and is zero."
So maybe that limit exists too, but only to the right? Although... if it jumps, I don't think so :(
Даю подсказку: Swan догадался.
https://www.mql5.com/ru/forum/107559/page17
Here is truly an example of a dumb TK, the question was addressed to Mathematicians among others
A question to ask, mathematicians and not:
-
Is it possible that the expression (1x+3x+5x) is not equal to 18 if x=2 ?
The emphasis is on mathematicians, while the solution is in another area, that of "programming paradoxes".
Urain, а вы так и не поняли в чём тут дело :)
Urain, and you still don't understand the point :)
It's enough to compile there to see that different characters are used in the string: "x" and "ha".
But in this interpretation the task is incorrect, because there is not enough data.
I was thinking of something else - by default we take a numeric record in decimal format. And the problem doesn't say what system it is in.
In hexadecimal, with x=2 we have: (1x+3x+5x)=12.
It's enough to compile there to see that different characters are used in the string: "X" and "Huh."
Congratulations. The characters are indeed different - Russian and Latin. False sight :)
Congratulations. The symbols are indeed different - Russian and Latin. Optical illusion :)
>>Fraud or not, it depends on the font.
Richie - dubbing problem is not a humour, it's a harmful phenomenon that needs to be dealt with :(
There is no type conversion problem in that code.
Nope, Matcad is lying. There is no limit. If there was no root, everything would be tip-top, ln(2).
The limit exists, mathcad is right.)
The root of the product is written out as the product of the roots. Then one of the roots turns to zero - the whole product turns to zero.
p.s. imho, of course)