Trig Class |
public static class Trig
The Trig type exposes the following members.
Name | Description | |
---|---|---|
Acos(Complex) | Trigonometric principal Arc Cosine of this Complex number. | |
Acos(Double) | Trigonometric principal Arc Cosine in radian | |
Acosh(Complex) | Hyperbolic Area Cosine of this Complex number. | |
Acosh(Double) | Hyperbolic Area Cosine | |
Acot(Complex) | Trigonometric principal Arc Cotangent of this Complex number. | |
Acot(Double) | Trigonometric principal Arc Cotangent in radian | |
Acoth(Complex) | Hyperbolic Area Cotangent of this Complex number. | |
Acoth(Double) | Hyperbolic Area Cotangent | |
Acsc(Complex) | Trigonometric principal Arc Cosecant of this Complex number. | |
Acsc(Double) | Trigonometric principal Arc Cosecant in radian | |
Acsch(Complex) | Hyperbolic Area Cosecant of this Complex number. | |
Acsch(Double) | Hyperbolic Area Cosecant | |
Asec(Complex) | Trigonometric principal Arc Secant of this Complex number. | |
Asec(Double) | Trigonometric principal Arc Secant in radian | |
Asech(Complex) | Hyperbolic Area Secant of this Complex number. | |
Asech(Double) | Hyperbolic Area Secant | |
Asin(Complex) | Trigonometric principal Arc Sine of this Complex number. | |
Asin(Double) | Trigonometric principal Arc Sine in radian | |
Asinh(Complex) | Hyperbolic Area Sine of this Complex number. | |
Asinh(Double) | Hyperbolic Area Sine | |
Atan(Complex) | Trigonometric principal Arc Tangent of this Complex number. | |
Atan(Double) | Trigonometric principal Arc Tangent in radian | |
Atanh(Complex) | Hyperbolic Area Tangent of this Complex number. | |
Atanh(Double) | Hyperbolic Area Tangent | |
Cos(Complex) | Trigonometric Cosine of a Complex number. | |
Cos(Double) | Trigonometric Cosine of an angle in radian, or adjacent / hypotenuse. | |
Cosh(Complex) | Hyperbolic Cosine of a Complex number. | |
Cosh(Double) | Hyperbolic Cosine | |
Cot(Complex) | Trigonometric Cotangent of a Complex number. | |
Cot(Double) | Trigonometric Cotangent of an angle in radian, or adjacent / opposite. Reciprocal of the tangent. | |
Coth(Complex) | Hyperbolic Cotangent of a Complex number. | |
Coth(Double) | Hyperbolic Cotangent | |
Csc(Complex) | Trigonometric Cosecant of a Complex number. | |
Csc(Double) | Trigonometric Cosecant of an angle in radian, or hypotenuse / opposite. Reciprocal of the sine. | |
Csch(Complex) | Hyperbolic Cosecant of a Complex number. | |
Csch(Double) | Hyperbolic Cosecant | |
DegreeToGrad | Converts a degree (360-periodic) angle to a grad (400-periodic) angle. | |
DegreeToRadian | Converts a degree (360-periodic) angle to a radian (2*Pi-periodic) angle. | |
GradToDegree | Converts a grad (400-periodic) angle to a degree (360-periodic) angle. | |
GradToRadian | Converts a grad (400-periodic) angle to a radian (2*Pi-periodic) angle. | |
RadianToDegree | Converts a radian (2*Pi-periodic) angle to a degree (360-periodic) angle. | |
RadianToGrad | Converts a radian (2*Pi-periodic) angle to a grad (400-periodic) angle. | |
Sec(Complex) | Trigonometric Secant of a Complex number. | |
Sec(Double) | Trigonometric Secant of an angle in radian, or hypotenuse / adjacent. Reciprocal of the cosine. | |
Sech(Complex) | Hyperbolic Secant of a Complex number. | |
Sech(Double) | Hyperbolic Secant | |
Sin(Complex) | Trigonometric Sine of a Complex number. | |
Sin(Double) | Trigonometric Sine of an angle in radian, or opposite / hypotenuse. | |
Sinc | Normalized Sinc function. sinc(x) = sin(pi*x)/(pi*x). | |
Sinh(Complex) | Hyperbolic Sine of a Complex number. | |
Sinh(Double) | Hyperbolic Sine | |
Tan(Complex) | Trigonometric Tangent of a Complex number. | |
Tan(Double) | Trigonometric Tangent of an angle in radian, or opposite / adjacent. | |
Tanh(Complex) | Hyperbolic Tangent of a Complex number. | |
Tanh(Double) | Hyperbolic Tangent in radian |