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Old Feb 11, 2011, 1:47pm   #11
Schrapp
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klar ist es auch ohne Tools lösbar, aber die Arbeit is iMo ansonsten doch ne Nummer zu krass für nen "kleines" Rätsel
die "elegante" lösung ist halt hoffentlich nicht viel arbeit.. aber keine ahnung, komm grad echt nich weiter, nachdem cmburns meine lösung zerstört hat

Habe das per Email von einem Verwandten bekommen. Sein Sohn ist in der 6 Klasse und hat die Lösung verstanden, als sie ihm erklärt wurde (kam aber nicht selbst drauf). Kann doch dann so schwer eigtl gar nich sein
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Old Feb 11, 2011, 2:18pm   #12
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naja Lösung verstehen, und Lösung finden, sind schon 2 unterschiedlcihe paar Schuhe. wenn ich die Lösung hier schreiben würde, würdeste auch sagen "is logisch"
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Old Feb 11, 2011, 2:39pm   #13
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Lösung ausm Netz

Ohne Tools?
No way!

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Originally Posted by Schrapp View Post
Habe das per Email von einem Verwandten bekommen. Sein Sohn ist in der 6 Klasse und hat die Lösung verstanden, als sie ihm erklärt wurde (kam aber nicht selbst drauf).
Wenn der kleine Scheißer das wirklich verstanden hat, dann ist er in nem Jahr bestimmt der Boss von Burns oder/und hat in 2 Jahren den ersten Nobelpreis in der Tasche.

Last edited by LilPokerGirlie; Feb 11, 2011 at 3:11pm.
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Old Feb 11, 2011, 2:47pm   #14
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Das hab ich bis jetzt:


Peter kennt die Zahlen nicht --> a*b = x ist nicht prim

Simon wusste das --> a+b-1 nicht prim

Peter weiß jetzt die Zahlen --> es gibt in der Faktorzerlegung von x nur 1 Zahlenpaar für das gilt a+b-1 nicht prim... aber wie soll man die denn jetzt mathematisch finden
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Old Feb 11, 2011, 3:00pm   #15
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Simon wusste das --> a+b-1 nicht prim
Es gibt auch Summen (z.B. s=592) wo s-1 keine Primzahl ist, Simon aber dennoch nicht ausschließen kann, dass Peter die Zahlen kennt, da p=87607 sein könnte und dieses Produkt sich nur durch (293*299) aufgabenkonform bilden lässt.
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Old Feb 11, 2011, 3:10pm   #16
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Es gibt auch Summen (z.B. s=592) wo s-1 keine Primzahl ist, Simon aber dennoch nicht ausschließen kann, dass Peter die Zahlen kennt, da p=87607 sein könnte und dieses Produkt sich nur durch (293*299) aufgabenkonform bilden lässt.
Verdammt
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Old Feb 11, 2011, 3:17pm   #17
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Originally Posted by LilPokerGirlie View Post
Wenn der kleine Scheißer das wirklich verstanden hat, dann ist er in nem Jahr bestimmt der Boss von Burns oder/und hat in 2 Jahren den ersten Nobelpreis in der Tasche.
Allerdings!

Wobei ich bei der Lösung wohl auch einfach nur sagen würde: "Ist doch logisch!", damit man mir nicht weiter damit auf den Sack geht.

Aber schön zu sehen, dass ich mit meinem kleinen Tool, mit dem ich mal kurz testen wollte, ob man es nicht so raus bekommt, gar nicht mal den verkehrtesten Ansatz hatte... auch wenn es nicht funktioniert hat.
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Old Feb 11, 2011, 5:05pm   #18
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Ich will das rauskriegen adkljdaflkjflfkjf
Im moment nur noch knoten im kopf
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Old Feb 11, 2011, 7:08pm   #19
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Originally Posted by Schrapp View Post
Ich will das rauskriegen adkljdaflkjflfkjf
Im moment nur noch knoten im kopf
Ohne zu Spoilern: In der Web-Lösung wird auch mit einem Tool gearbeitet.
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Old Feb 11, 2011, 7:26pm   #20
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die "elegante" lösung ist halt hoffentlich nicht viel arbeit.. aber keine ahnung, komm grad echt nich weiter, nachdem cmburns meine lösung zerstört hat

Habe das per Email von einem Verwandten bekommen. Sein Sohn ist in der 6 Klasse und hat die Lösung verstanden, als sie ihm erklärt wurde (kam aber nicht selbst drauf). Kann doch dann so schwer eigtl gar nich sein
Hast Du die Lösung gesehen? Es gab auch einige, die bei 5,7 gesagt haben: logisch.

Ich würde stark darauf tippen, dass die Lösung der 6. Klasse nicht korrekt ist.
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CMBurns hast du noch einen Termin frei, nachdem du Phill Ivey gecoached hast?
Ich will auch so eine Art Chuck Norris im Onlinepoker werden.
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