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Limit (mathematics)

33 bytes removed, 19:00, August 21, 2008

That is,

:For every M > 0, there is a δ > 0 such that, whenever <math>0 < |x-X| < \delta, \quad f(x) > M\,</math>

Consider the function

:<math>\lim_{x\to X}f(x) = - \infty\,</math>

means

:For every M < 0, there is a δ > 0 such that, whenever <math>0 < |x-X| < \delta, \quad f(x) < ,M.</math>

~~==The limit of f(x) as x Goes to Infinity==~~

[[category:mathematics]]

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