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Why is the limit of x divided by the absolute value of x as x approaches 0 equal to 1? How does that work?
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Ahh im sorry...
I meant as x approaches 0
\[\lim_{x \rightarrow 0}\frac{x }{ \left| x \right| }\] you mean?
yes
split it x>0 and x<0
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|dw:1347491506700:dw|
you see?
Wouldn't that make it undefined or D.N.E.
limitation means that it is not exact value at that point
Ok, so as I am approaching 0, I could replace it withe 0.1 0.01 and so on, and I would get 1 as the limit every time.
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