Examples of using Hyperbola in English and their translations into German
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Colloquial
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Official
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Ecclesiastic
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Medicine
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Financial
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Ecclesiastic
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Political
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Computer
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Programming
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Official/political
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Political
Asymptotes of a Hyperbola.
Hyperbola by Focuses&& Point.
CS What rhymes with hyperbola?
Hyperbola by Asymptotes&& Point.
The two asymptotes of a hyperbola.
Equilateral Hyperbola by Four Points.
Similar methods exist for the parabola and hyperbola.
Description Hyperbola, the Stable, Secure, Libre Arch!
Lines of constant time or constant location become hyperbolas.
A hyperbola with given asymptotes through a point.
The intersection of all these selected hyperbolas is the position you are looking for.
Draw hyperbolas(1/x) through the measuring points in the a(m) diagram!
For a better overview in the figure there are circles drawn instead of hyperbolas.
A parabola, hyperbola, arc, and circle(conic section curves) have degree 2.
You can, for example, fit various shapes of curve to your data straight lines, parabolas, hyperbolas, exponential functions or arbitrary curves.
Each hyperbola in this group corresponds to exactly one measured runtime difference.
One such limit is the parabola(between ellipse and hyperbola), another one are two straight lines for a section through the vertex of the cone.
The hyperbola has to be positioned in a way, that its mathematical focal point F1 the one that is more distant from the light source!
If the distance between“begin” and“end” is equal to two, then the chart will appear as a parabola, if it is equal to three,then it will be a hyperbola, etc.
The raids instrumental, hyperbola of contamination of material already contaminated, bind arrangements extemporaneous reinforcing the idea of the unique performance, live.
Methods: On the basis of a two-dimensional cross correlation, a cartesiancurve(ellipsis, parabola, hyperbola) which gives the best fit to the data was approximated numerically.
He interprets the parabola as a hyperbola or an ellipse with an infinitely distant focus that occurs at both ends of the axis and is the meeting point of all lines running parallel to the axis.
He visited Flanders, Rome and Paris on his journey but spent most time at the University of Padua where he worked on using infiniteconvergent series to find the areas of the circle and hyperbola.
Afterwards, he explains the string constructions for the hyperbola and the ellipse, followed by the corresponding construction for the parabola which he had invented by this same analogy.
About the beginning of my mathematical studies, as soon as the works of our celebrated countryman, Dr Wallis, fell into my hands, by considering theSeries, by the Intercalation of which, he exhibits the Area of the Circle and the Hyperbola….
Hyperbolic and elliptical Circles can be hyperbolas or other conics, and it is hard to decide how a point on that conic should behave when the conic changes.
He is the author of one of the most important treatises on algebra written before modern times, the Treatise on Demonstration ofProblems of Algebra(1070), which includes a geometric method for solving cubic equations by intersecting a hyperbola with a circle.
Newton brought me the other day some papers, wherein he set down methods of calculating thedimensions of magnitudes like that of Mr Mercator concerning the hyperbola, but very general; as also of resolving equations; which I suppose will please you; and I shall send you them by the next.
He was the first mathematician to discuss the hyperbola, the parabola, the ellipse, and the circle as curves transforming continuously from one into another, in such a manner"that the straight line transforms through an infinity of hyperbolas into the parabola and then through infinitely many ellipses into the circle.
The advantage of marionettes when compared to human dancers is, according to Kleist's essay, that the expression of the body can be“transferred entirely to the realm of mechanical forces,” there is a relationship between the puppet master's fingers and“the movements of the puppets attached to them,something like the relationship between numbers and their logarithms or between asymptote and hyperbola.