SINH Google Sheet Formula
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SINH Formula Syntax
Example Use Case
Calculating the hyperbolic sine for exponential analysis
Understanding the SINH Formula
The SINH function in Excel computes the hyperbolic sine of a number, defined as (e^x - e^-x)/2. It’s a hyperbolic function, key in physics, engineering, or statistics for modeling exponential growth or curves like catenaries.
SINH(1) returns ~1.175, reflecting its exponential nature. Unlike SIN, it’s not bounded, accepting any real input and growing rapidly—ideal for unbounded exponential scenarios.
Why Use SINH?
SINH handles hyperbolic relationships—think cable tension or probability densities. Its exponential basis makes it a natural fit for continuous growth models, distinct from oscillatory trig functions.
Example with Sample Data
| Input | Formula | Result |
|---|---|---|
| 1 | =SINH(1) | 1.17520 |
| 0 | =SINH(0) | 0 |
| -2 | =SINH(-2) | -3.62686 |
SINH grows exponentially: 1 is ~1.175, -2 flips negative. It’s a hyperbolic hero.
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