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Authored by: Nivag on Wednesday, July 04 2012 @ 10:22 PM EDT |
Hmm...
The equation
y = sin(1/X)
defines a line of infinite length in a finite area between any 2 distinct real
values of x (we deliberately ignore complex numbers and their stranger brethren
like quaternions!).
Define a line according to the above equation between x = 1 and x = 0.1. The
length of this line is finite. However, in the limit, as the lower bound
approaches zero the length of the line approaches infinity. So the length of
the line form x = 0 to any finite value of x is infinite.
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Authored by: JamesK on Thursday, July 05 2012 @ 08:09 AM EDT |
{
An infinite number of adjacent points is a point.
}
Let's not forget about Plank length.
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The following program contains immature subject matter. Viewer discretion is
advised.[ Reply to This | Parent | # ]
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- Hah! - Authored by: Anonymous on Thursday, July 05 2012 @ 09:58 AM EDT
- Typo - Authored by: JamesK on Thursday, July 05 2012 @ 11:10 AM EDT
- Typo - Authored by: Anonymous on Thursday, July 05 2012 @ 01:02 PM EDT
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