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Here's an interesting problem someone asked me:
QUESTION --------- There are three independent observers around a lake and they are located at different places on land. Each of them see a boat sinking. It would be nice if their lines of sight intersected at a point, but instead, they create a big triangle in the lake. What is the probability that the boat started sinking in the triangle? Assume that the chances that the boat is sinking is on each side of a specific observer's line of sight is 1/2. In any case, I see a flaw in: ANSWER WITH FLAW (?) ---------------------- Since the observers are independent, the probability that the boat started sinking within the triangle is the same as the probability it is on one side of the line of sight for each of the three observers, which is then just (1/2) x (1/2) x (1/2) = 1/8. What is the major flaw in the answer, if any? |
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