Ten logical pirates

Once upon a time there were 10 very logical pirates. These pirates had a particular way of splitting up any treasure they found. One pirate would propose a way to split up the gold between them and they would all vote on it. If the pirate got a majority of the votes (half or more) then his plan was accepted and that’s how they split up the gold that time. However, if his plan failed to win the vote he was tossed overboard to become shark food.

The pirates have just found 100 gold and now have to split it up. So they all line up and pirate 1 proposes first and then 2, then 3 and so on down the line till someone’s ideas is accepted. You are pirate 1, the 1st to propose a method, how do u split up the gold so that you maximize the gold you get and assure that u will not be thrown overboard. (Remember these are VERY logical pirates and all know how much gold they will receive in every scenario and what the maximum gold they can get is)

Pridané 4. október 2003 by Admin

Kategória Hlavolam | 2 komentáreAdmin

« Králiky ( 77 / 278 ) Three Gods »

Hodnotenie:Nikto ešte nehlasoval.
Počet hlasov:Nikto ešte nehlasoval
Počet zobrazení:Čítalo 4427 ľudí.

Pridaj komentár k hlavolamu


*

*

Nepoužívajte HTML kód. Môžte použiť špeciálne značky.

*
Dva plus päť slovom.

Poďme na to odzadu. Ak by ostali len 9 a 10, tak by si 9 nechal všetko. (má 50% hlasov). Ak by boli traja, tak 8 si nechá 99 a 1 zlaťák dá 10-emu a. Ten bude zaňho voliť, lebo ak by ho zabili, od deviateho by nedostal nič. Ak budú štyria, tak 7 si nechá 99 a jeden dá 9-emu. Ten bude zaňho hlasovať, lebo inak by potom od ôsmeho nedostal nič. Pri piatich si pirát č.6 nechá 98 a po jednom dá 10 a 8. Keby vyberal 5, tak si nechá 98 a po jednom dá 9 a 7. Pirát 4 by si nechal 97 a po jednom by dal 10,8 a 6. Pirát 3 by si nechal 97 a po jednom by dal 9,7,5. Pirát 2 by si nechal 96 a po jednom by dostali 10,8,6 a 4.
Nakoniec (vlastne je to začiatok :-) prvý si nechá 96 a po jednom dá 9.7.5.3.

Pridané 20. december 2010 11:37:47

hvezdon

Napriklad ze si poklad rozdelime medzi prvych 5...

Pridané 18. september 2008 09:55:13

Miso