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pretorik |
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markr |
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mbloomfi |
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Dennis Nazarov |
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zzz123 |
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lidSpelunker |
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jkr |
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idler_ |
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akajobe |
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STARuK |
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vale |
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xandr |
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Three Megaminds and three pistols |
Probability theory |
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Weight: 5 |
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Liked the puzzle: 50% |
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24.01.2010 |
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Three MegaMinds wanted to figure out who is the smartest and decided to have a shoot-out. They stood in a triangle and prepared to discharge their pistols. They must shoot consecutively, until only one remains standing. The first MegaMind is the best shooter, he has 90% chances of hitting the target. The second has 80%, and the third - 10%. Anybody can aim at anybody. How should they choose their targets to maximize their chances to survive? |
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Please do not post comments containing clues, hints, or anything that might be considered as a hint to others. All such comments will be deleted. If you have a question, you can contact a moderator by clicking the button "Submit your solution".
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idler_ |
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Rating: 106
Group: Moderators
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