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Two simple logical puzzles
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Titre:
Two simple logical puzzles
Divers
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If you heard these puzzles before or it's too simple for you, please, don't answer, and let the others solve them

I translated these puzzles from Russian (though the second one
originated from English book), so, please, if you see problems in my English, correct them right away.


Puzzle 1:

100 sages stay in a row. Each sage wears a hat, which might be either white or black. Each sage can see everyone, who stays before him, e.g. the last one sees 99 sages, 99th sees 98 and so on...

They have been told, that each sage, who identifies his hat's color incorrectly, would be killed. They have a minute to find a best strategy (discuss this situation among them). They should pronounce loudly the color of his hat starting from the last one to the first one (each one hears, what the other say). Now the question: How many sages can survive and what would be their strategy?


Puzzle 2.

One person was lost in a forest. He knew, that there are two villages near the place, he was lost. In one honest people live, who always tell the truth. In the other, in opposite, knaves live, who always answer false. He met a person on the crossroad and asked him just one question, which helped him identify the correct road. What was the question, he asked?
If it's not broken, fix it until it is.


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