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To this end, the Asymptote graphics language has been developed to address these shortcomings.
The corresponding asymptote is the tangent of the curve at that point.
The singularity (in this case, a vertical asymptote) of at must be taken into account.
For all practical purposes, you'll normally get an asymptote.
Thus the areas form logarithms of the asymptote index.
An asymptote is a straight line that a curve approaches but never meets or crosses.
Only open curves that have some infinite branch, can have an asymptote.
Therefore the x-axis is an asymptote of the curve.
At this point, the deposit thickness remains constant with time (a horizontal asymptote).
The explanation was that the update added asymptote checking in graphing.
The graph of this function does intersect the vertical asymptote once, at (0,5).
If this limit doesn't exist then there is no oblique asymptote in that direction.
How keep elegance clear of its asymptote, sterility?
The point most distant from the asymptote is (1+a,0).
Therefore the understanding of the idea of an asymptote requires an effort of reason rather than experience.
This curve increases rapidly at first and then approaches an asymptote called magnetic saturation.
Statisticians call such a barrier an asymptote; vernacular language might speak of a limit.
The volume of revolution of the Witch, about its asymptote, is .
No closed curve can have an asymptote.
The notion of asymptote is related to procedures of curve sketching.
Therefore, on the Cartesian coordinate system, the function would have a vertical asymptote at .
The asymptote is the polynomial term after dividing the numerator and denominator.
So the y-axis is also an asymptote.
When , it has an asymptote at .
Informally, one may speak of the curve meeting the asymptote "at infinity" although this is not a precise definition.