# Hyperbolic Cotangent Calculator or coth(x)

Written by:
PK

On this page is a hyperbolic cotangent calculator, which works for an input of a hyperbolic angle. Enter the hyperbolic angle and choose the units and run the calculator to see the hyperbolic cotangent.

## Using the Hyperbolic Cotangent Calculator

To use the tool to find the hyperbolic cotangent, enter the measurement of a hyperbolic angle and run the tool.

• Angle - measurement of the angle

Once you're happy with the inputs, click the "Compute Hyperbolic Cotangent" button.

• Hyperbolic Cotangent - the result of the calculation

## What is the hyperbolic cotangent?

Hyperbolic cotangent is the hyperbolic cosine over the hyperbolic sine, or:

\coth(x)=\frac{\cosh(x)}{\sinh(x)}=\frac{e^{x}+e^{-x}}{e^{x}-e^{-x}}

### Hyperbolic cotangent as a formula

As a hyperbolic function, hyperbolic cotangent is usually abbreviated as "coth", as in the following equation:

\coth(\theta)

If you already know the hyperbolic cotangent, use the inverse hyperbolic cotangent or arccoth to find the angle.

After, see the hyperbolic functions and inverse hyperbolic functions in two convenient tools.

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