AI-generated Key Takeaways
-
The
Number.sinh()method computes the hyperbolic sine of a given input number. -
It takes a single argument, which is the input value, and returns a Number.
-
Examples are provided in both JavaScript and Python demonstrating its usage with various input values and how to convert degrees to radians before computation.
| Usage | Returns |
|---|---|
Number.
sinh
()
|
Number |
| Argument | Type | Details |
|---|---|---|
|
this:
input
|
Number | The input value. |
Examples
Code Editor (JavaScript)
// Input angle in radians. print ( 'Hyperbolic sine of -5' , ee . Number ( - 5 ). sinh ()); // -74.203210577 print ( 'Hyperbolic sine of -1' , ee . Number ( - 1 ). sinh ()); // -1.175201193 print ( 'Hyperbolic sine of 0' , ee . Number ( 0 ). sinh ()); // 0 print ( 'Hyperbolic sine of 1' , ee . Number ( 1 ). sinh ()); // 1.175201193 print ( 'Hyperbolic sine of 5' , ee . Number ( 5 ). sinh ()); // 74.203210577 // Convert degrees to radians. var degrees = 45 ; var radians = degrees * ( Math . PI / 180 ); print ( 'Hyperbolic sine of 45 degrees' , ee . Number ( radians ). sinh ()); // 0.868670961
import ee import geemap.core as geemap
Colab (Python)
import math # Input angle in radians. display ( 'Hyperbolic sine of -5:' , ee . Number ( - 5 ) . sinh ()) # -74.203210577 display ( 'Hyperbolic sine of -1:' , ee . Number ( - 1 ) . sinh ()) # -1.175201193 display ( 'Hyperbolic sine of 0:' , ee . Number ( 0 ) . sinh ()) # 0 display ( 'Hyperbolic sine of 1:' , ee . Number ( 1 ) . sinh ()) # 1.175201193 display ( 'Hyperbolic sine of 5:' , ee . Number ( 5 ) . sinh ()) # 74.203210577 # Convert degrees to radians. degrees = 45 radians = degrees * ( math . pi / 180 ) display ( 'Hyperbolic sine of 45 degrees:' , ee . Number ( radians ) . sinh ()) # 0.868670961
