hyperbolisk funktion

matematisk term

AI overview

Hyperbolic functions are mathematical tools that work similarly to the trigonometric functions you might know from geometry, but they apply to hyperbolas instead of circles. They're useful in engineering and physics for describing things like the shape of hanging cables and the behavior of certain physical systems.

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Described at

6.4 Hyperbolic functions | Functions | Siyavula

Siyavula's open Mathematics Grade 10 textbook, chapter 6 on Functions covering 6.4 Hyperbolic functions

siyavula.com →

We use this information to present the correct curriculum and to personalise content to better meet the needs of our users. Functions of the general form (y= dfrac{a}{x}+q ) are called hyperbolic functions.

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Image: Mplwp hyperbolic functions.svg

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Stack Exchange tag: math.stackexchange.com/tags/hyperbolic-functions
described at URL: www.siyavula.com/read/za/mathematics/grade-10/functions/06-functions-03
Commons category: Hyperbolic functions

Sources (4)

via Wikidata · CC0

Article · Svenska

Inom matematiken är de hyperboliska funktionerna nära besläktade med de trigonometriska funktionerna, vilket antyds av deras benämningar: * sinus hyperbolicus (sinh) * cosinus hyperbolicus (cosh) * tangens hyperbolicus (tanh) * secans hyperbolicus (sech) * cosecans hyperbolicus (csch) * cotangens hyperbolicus (coth) sech och csch används sällan.

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