C# Math.Sinh() – Syntax & Examples

C# Math.Sinh() – Examples

In this tutorial, we will learn about the C# Math.Sinh() method, and learn how to use this method to find the hyperbolic sine of given angle, with the help of examples.

Sinh(Double)

Math.Sinh(value) returns the hyperbolic sine of the specified angle value. The angle is specified in radians.

Syntax

The syntax of Sinh() method is

Math.Sinh(Double value)

where

Parameter	Description
value	The value represents radians for which hyperbolic sine is to be calculated.

Return Value

The method returns value of type Double.

Example 1 – Sinh(Double)

In this example, we will find the hyperbolic sine of some angles like 1 radian, PI radians, PI/2 radians, 0 radians, Infinity radians, -Infinity radians.

C# Program

using System;
 
class Example {
    static void Main(string[] args) {
        Double value, result;

        value = 1; //1 radian
        result = Math.Sinh(value);
        Console.WriteLine($"Sinh({value} radian) = {result}.");

        value = Math.PI; // PI radians or 180 degrees
        result = Math.Sinh(value);
        Console.WriteLine($"Sinh({value} radian) = {result}.");

        value = Math.PI/2; // 90 degrees
        result = Math.Sinh(value);
        Console.WriteLine($"Sinh({value} radian) = {result}.");

        value = 0; // 0 degrees
        result = Math.Sinh(value);
        Console.WriteLine($"Sinh({value} radian) = {result}.");

        value = Double.PositiveInfinity;
        result = Math.Sinh(value);
        Console.WriteLine($"Sinh({value} radian) = {result}.");

        value = Double.NegativeInfinity;
        result = Math.Sinh(value);
        Console.WriteLine($"Sinh({value} radian) = {result}.");
    }
}

Output

Sinh(1 radian) = 1.1752011936438.
Sinh(3.14159265358979 radian) = 11.5487393572577.
Sinh(1.5707963267949 radian) = 2.30129890230729.
Sinh(0 radian) = 0.
Sinh(∞ radian) = ∞.
Sinh(-∞ radian) = -∞.

Conclusion

In this C# Tutorial, we have learnt the syntax of C# Math.Sinh() method, and also learnt how to use this method with the help of C# example programs.