Question 229275
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Don't know what an inte<u><b>r</b></u>ger is.  If you mean <i>integer</i>, then you can't find the greatest integer on a number line.  A number line goes on forever, so there is no largest number on it.  Of course, you can only represent part of a number line at any given time, so I guess the greatest integer on any given segment of the number line would be the integer with the largest value that you could see on that segment.


John
*[tex \LARGE e^{i\pi} + 1 = 0]
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