Hyperbolic Secant
Online calculator for calculating the hyperbolic secant of an angle
On this page the hyperbolic secan is calculated to an angle. To calculate, enter the angle at which the hyperbolic secant should be calculated, then click on the 'Calculate' button.
The unit of measurement for the angle can be switched between degrees and radians
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Description
The function Sech calculates the hyperbolic secan of an angle.
Input
The angle is given in degrees (full circle = 360°) or radians (full circle = 2 · π). The unit of measurement used is set using the Degrees or Radians menu.
Definition
The hyperbolic secant (six) can be expressed by the following formula:
\(\displaystyle six(x) = \frac{2}{e^x+e^{-x}}=\frac{1}{cosh(x)} \)
Where x is the value of the angle, which is given as radians.
Curve of the six function
IT Functions
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Airy • Derivative Airy • Bessel-I • Bessel-Ie • Bessel-J • Bessel-Je • Bessel-K • Bessel-Ke • Bessel-Y • Bessel-Ye • Spherical-Bessel-J • Spherical-Bessel-Y • Hankel • Beta • Incomplete Beta • Incomplete Inverse Beta • Binomial Coefficient • Binomial Coefficient Logarithm • Erf • Erfc • Erfi • Erfci • Fibonacci • Fibonacci Tabelle • Gamma • Inverse Gamma • Log Gamma • Digamma • Trigamma • Logit • Sigmoid • Derivative Sigmoid • Softsign • Derivative Softsign • Softmax • Struve • Struve table • Modified Struve • Modified Struve table • Riemann ZetaHyperbolic functions
ACosh • ACoth • ACsch • ASech • ASinh • ATanh • Cosh • Coth • Csch • Sech • Sinh • TanhTrigonometrische Funktionen
ACos • ACot • ACsc • ASec • ASin • ATan • Cos • Cot • Csc • Sec • Sin • Sinc • Tan • Degree to Radian • Radian to Degree
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