- Feb 9, 2005
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I was reading Parallel Worlds the other day, and it brought up a thought that was pretty awesome:
If a point is infinitely small, then there would be an infinite amount of points in a very small distance. It is impossible to cross infinite measurements, so how is movement possible? The author then parenthetically stated that it could be solved through calculus that it is possible to cross an infinite measurement in a finite time. Any thoughts?
-Zack
If a point is infinitely small, then there would be an infinite amount of points in a very small distance. It is impossible to cross infinite measurements, so how is movement possible? The author then parenthetically stated that it could be solved through calculus that it is possible to cross an infinite measurement in a finite time. Any thoughts?
-Zack