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rectangular hyperbola
/rɛk'tæŋɡjʊlər haɪ'pɜː rbələ/
hyperbola with asymptotes intersecting at right angles
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Definitie
hyperbola with asymptotes intersecting at right angles  ... See more
hiperbolă dreptunghiulară
Invention of the function now known as natural logarithm began as an attempt to perform a quadrature of a rectangular hyperbola by Grégoire de Saint-Vincent, a Belgian Jesuit residing in Prague.
Inventarea funcției cunoscute astăzi sub numele de logaritm natural a început ca o încercare de a efectua o cuadratură a unei hiperbole dreptunghiulare de către Gregoire de Saint Vincent, un belgian iezuit ce locuia la Praga.
These ancient transcendental functions became known as continuous functions through quadrature of the rectangular hyperbola xy = 1 by Grégoire de Saint-Vincent in 1647, two millennia after Archimedes had produced The Quadrature of the Parabola.
Funcțiile transcendente au intrat în matematică prin intermediul cuadraturii hiperbolei dreptunghiulare xy = 1 realizată de către Gregoire de Saint Vincent în 1647, la două milenii după ce Arhimede a produs cuadratura parabolei.
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Images of rectangular hyperbola

mathematics
(mathematics)
hiperbolă dreptunghiulară

Synoniemen voor rectangular hyperbola in het Engels

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