If I were to tell you that you would be making a trip, on this trip you will be crossing a certain number of checkpoints. Then I was to tell you that this number of checkpoints is infinity, it would be safe to assume that the total trip would be of a infinite distance, and it would take you a infinite amount of time. But, the trip is only 100 feet long. What I did was drew a starting line and finishing line exactly 100 feet apart. Then I put the first check point halfway, at 50 feet, then the next checkpoint between the halfway mark and the end at 25 feet. Then the next at 13 1/2 feet, then the next at 6 3/4 feet... etc, each exactly half way between the last checkpoint and the finishing line. Since a number can be divided in half a infinite amount of times, then there could be a infinite amount of checkpoints along a 100 foot stretch. I know this logic is wrong, but I've yet to find a web site explaining why or how it's wrong.
2007-01-18
08:53:58
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9 answers
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asked by
jedi1josh
5
in
Physics