The hyperbolic sine is equivalent to (ex - e-x)/2, where e is Euler's number.
The syntax of the sinh() method is:
Math.sinh(double value)
Here, sinh() is a static method. Hence, we are accessing the method using the class name, Math.
sinh() Parameters
The sinh() method takes a single parameter.
- value - angle whose hyperbolic function is to be determined
Note: The value is generally used in radians.
sinh() Return Values
- returns the hyperbolic sine of value
- returns NaN if the argument value is NaN
Note: If the argument is zero or infinity, then the method returns the same value zero or infinity with the same sign as in argument.
Example 1: Java Math sinh()
In the above example, notice the expression,
Math.sinh(value1)
Here, we have directly used the class name to call the method. It is because sinh() is a static method.
Note: We have used the Java Math.toRadians() method to convert all the values into radians.
Example 2: sinh() Returns NaN, Zero, and Infinite
Here,
- Double.POSITIVE_INFINITY - implements positive infinity in Java
- Double.NEGATIVE_INFINITY - implements negative infinity in Java
- Math.sqrt(-5) - square root of a negative number is not a number
Note:We have used the Java Math.sqrt() method to calculate the square root of a number.