uhh i guess ill be a garbage man


MrKanister · 11 points · 11 years ago
It is 131901. You are welcome
lolnix · 4 points · 11 years ago
just graduated from german highschool and everyone with advanced math class should be able to solve this....
MrKanister · 4 points · 11 years ago
naja ganz so simpel ist es nun auch wieder nicht
lolnix · 5 points · 11 years ago
einfach nicht, aber man sollte es schaffen können :)
Zumindest im Leistungskurs hatte man alle Operationen und mit ein bisschen Zeit und Geduld ist das lösbar :)
Zumindest im Leistungskurs hatte man alle Operationen und mit ein bisschen Zeit und Geduld ist das lösbar :)
[deleted] · 0 points · 11 years ago
[deleted]
MrKanister · 10 points · 11 years ago
It gets easier when you realise that many of the factors even out to 0 or simply vanish since quite often an expression is subtracted from its own series expansion.
(e.g. \sum_{k=0}^{\inf} \frac{1}{k!} - e)
Also, many functions are antisymmetric and are integrated over a symmetrical interval around 0, so they also even out.
(e.g. \sum_{k=0}^{\inf} \frac{1}{k!} - e)
Also, many functions are antisymmetric and are integrated over a symmetrical interval around 0, so they also even out.
spRutni · 4 points · 11 years ago
Well you'd end up with a number and a bunch of unknown variables so GG lol
kriskra · 2 points · 11 years ago
Well I have, what it needs to solve it. It's called Mathematica. Should I call? -.-
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