Notiz
Zougrëff op dës Säit erfuerdert Autorisatioun. Dir kënnt probéieren, Iech unzemellen oder Verzeechnesser ze änneren.
Zougrëff op dës Säit erfuerdert Autorisatioun. Dir kënnt probéieren, Verzeechnesser ze änneren.
The following table shows non-intrinsic math functions that can be derived from the intrinsic math functions of the System.Math object. You can access the intrinsic math functions by adding Imports System.Math to your file or project.
| Function | Derived equivalents |
|---|---|
| Secant (Sec(x)) | 1 / Cos(x) |
| Cosecant (Csc(x)) | 1 / Sin(x) |
| Cotangent (Ctan(x)) | 1 / Tan(x) |
| Inverse sine (Asin(x)) | Atan(x / Sqrt(-x * x + 1)) |
| Inverse cosine (Acos(x)) | Atan(-x / Sqrt(-x * x + 1)) + 2 * Atan(1) |
| Inverse secant (Asec(x)) | 2 * Atan(1) – Atan(Sign(x) / Sqrt(x * x – 1)) |
| Inverse cosecant (Acsc(x)) | Atan(Sign(x) / Sqrt(x * x – 1)) |
| Inverse cotangent (Acot(x)) | 2 * Atan(1) - Atan(x) |
| Hyperbolic sine (Sinh(x)) | (Exp(x) – Exp(-x)) / 2 |
| Hyperbolic cosine (Cosh(x)) | (Exp(x) + Exp(-x)) / 2 |
| Hyperbolic tangent (Tanh(x)) | (Exp(x) – Exp(-x)) / (Exp(x) + Exp(-x)) |
| Hyperbolic secant (Sech(x)) | 2 / (Exp(x) + Exp(-x)) |
| Hyperbolic cosecant (Csch(x)) | 2 / (Exp(x) – Exp(-x)) |
| Hyperbolic cotangent (Coth(x)) | (Exp(x) + Exp(-x)) / (Exp(x) – Exp(-x)) |
| Inverse hyperbolic sine (Asinh(x)) | Log(x + Sqrt(x * x + 1)) |
| Inverse hyperbolic cosine (Acosh(x)) | Log(x + Sqrt(x * x – 1)) |
| Inverse hyperbolic tangent (Atanh(x)) | Log((1 + x) / (1 – x)) / 2 |
| Inverse hyperbolic secant (AsecH(x)) | Log((Sqrt(-x * x + 1) + 1) / x) |
| Inverse hyperbolic cosecant (Acsch(x)) | Log((Sign(x) * Sqrt(x * x + 1) + 1) / x) |
| Inverse hyperbolic cotangent (Acoth(x)) | Log((x + 1) / (x – 1)) / 2 |
See also
Schafft mat eis op GitHub zesummen
D'Quell fir dësen Inhalt kann op GitHub fonnt ginn, wou Dir och Theeme schafen an iwwerpréiwen kënnt an Ufroen unhuele kënnt. Fir méi Informatiounen, gitt op eisen Auteur-Guide.
