Calculus Sudoku
(Eingestellt am 11. Oktober 2010, 21:31 Uhr von zhergan)
Place the digits 1 to 9 in every row, column, 3x3 standard block. Some digits are given as clues initially. But you have to perform some calculus operations in order to obtain other digits and solve the sudoku.
Lösungscode: Row 8, followed by column 7
Kommentare
am 9. Juni 2012, 18:11 Uhr von Rollo
:-) Das hat Spaß gemacht.
am 13. Oktober 2010, 13:48 Uhr von Le Ahcim
Klasse Rätsel. So eine Auffrischung in Sachen Differenzialrechnung und Co. ist doch mal was Besonderes.
am 12. Oktober 2010, 20:24 Uhr von pwahs
@swotty:
Interessant, ich bin auch Mathestudent, und mein erster Gedanke war "Iiieh, echte Zahlen". ;)
am 12. Oktober 2010, 16:07 Uhr von miez
Haha, jetzt wirds gruselig...
am 12. Oktober 2010, 13:59 Uhr von swotty
Dieses Rätsel hat mir unheimlich viel Spaß gemacht. Wahrscheinlich deshalb, weil ich Mathe-Student bin und endlich mal wieder richtige Zahlen ermitteln konnte. ^^
am 12. Oktober 2010, 05:01 Uhr von Javier Rebottaro
@zhergan: There is always something positive. Force me to study mathematics! That's good !:-))
am 12. Oktober 2010, 00:31 Uhr von zhergan
Hi to all. The puzzle figure has changed. For the integral in R3C3 I wrote in my notes the integral as (from 0 to 1) 16 x^3 but I put 4 x^3 as the integrand while preparing the figure. Now it is changed. Sorry for the inconvenience:(
am 11. Oktober 2010, 23:56 Uhr von Javier Rebottaro
@zhergan: try to resolve it, but ... we're not all mathematicians. :-((((
@Javier Rebottaro: Hi Javier. You're right. This puzzle may be charming just for a little number of puzzlers. But I wanted to try making such a puzzle. Sorry for that. I also can say that there exists too many online tools for performing some calculations (like taking limits and integrals) which may help also...
am 11. Oktober 2010, 23:25 Uhr von Realshaggy
OK, write down 100 times on a blackboard (like Bart Simpson):
I will not abuse the puzzle portal to solve my homework... :-)
Hi Christoph. It was a long time ago when I took Calculus course. But some of the expressions may be helpful for a freshman;-)
I saw this variant while searching and wanted to prepare one...
am 11. Oktober 2010, 22:04 Uhr von Semax
Can you please explain the half-brackets in clue #6?
@Semax: Hi Sebastian, that is the ceiling function and defined as follows ceiling(x) is the smallest integer not less than x
Regards,
Zafer
@Zafer: Thank you.
am 11. Oktober 2010, 21:32 Uhr von zhergan
An icon is added under the puzzle.
