For example, there is that paradox that says, the distance between two points can be divided infinitely.
Common counters to this that I have seen are:
"as the distance decreases, so does the time it takes to travel the distance"
-so what? lol I don't understand what difference that makes, as time can also be infinitely divided!
"if you keep dividing infinitely, the sum of all the individual pieces will add up to the total distance"
-You say you divide infinitely, but if you divide infinitely then there will be an infinite number of pieces, and no matter what you do with infinity, you still end up with infinity. Infinity minus infinity is infinity. Infinity plus infinity is infinity. Infinity plus one is still infinity!
That answer is a paradox! It says that there are an infinite amount of divisions yet a finite amount of pieces.
Can anyone give a logical answer why the zeno paradox isn't really a paradox?
2007-04-17
23:26:53
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5 answers
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asked by
worried person
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