Python math.asinh() function is one of the commonly used mathematical functions that is used to calculate the inverse hyperbolic sine for any given value. This function can be used to model certain types of waveforms which are useful in signal processing applications.

Definition

Python math.asinh() function is a unary operation that calculates the inverse hyperbolic sine of a given value. The inverse hyperbolic sine of a value is defined as the logarithm of the value plus the square root of the value squared plus one. This function is defined in the math module and it takes the value as an argument and returns the inverse hyperbolic sine of the given parameter.

Usecase

Python math.asinh() function is used in mathematical and signal-processing applications. It is mainly used for modeling certain types of waveforms which are useful in applications such as the visualization of an audio signal.

Examples with Output

Let us take a look at several examples of using Python math.asinh() function.

Example 1: Calculate the inverse hyperbolic sine of 0

import math 
x = 0 # the value 

result = math.asinh(x) 

print(f'Inverse Hyperbolic Sine of {x} is {result}')

Output:
Inverse Hyperbolic Sine of 0 is 0.0

Example 2: Calculate the inverse hyperbolic sine of -0.5

import math 
x = -.5 # the value 

result = math.asinh(x) 

print(f'Inverse Hyperbolic Sine of {x} is {result}')

Output:
Inverse Hyperbolic Sine of -0.5 is -0.48121182505960347

Conclusion

In this tutorial, we have explored Python math.asinh() function and learned about its usage. We saw several examples of using this function so that readers can understand it better. We hope this tutorial has been useful and you will use math.asinh() function in your projects.