Hyperbolic Functions
Calculate hyperbolic sine, cosine and tangent for a real argument.
Your numbers
Hyperbolic sine
Use consistent units. The result follows the assumptions you enter.
Scenario comparison
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Formula
Use sinh(x) = (e^x−e^(−x))/2, cosh(x) = (e^x+e^(−x))/2 and tanh(x) = sinh(x)/cosh(x). x is the real argument and e is Euler's number.
Calculate hyperbolic sine, cosine and tangent for a real argument.
Worked example
- Real argument
- 1
- Hyperbolic sine
- 1.17520119364
- Hyperbolic cosine
- 1.54308063482
- Hyperbolic tangent
- 0.761594155956
Scope and limitations
Use consistent units. The result follows the assumptions you enter.
Inputs are checked for missing values and allowed ranges. A result outside the finite numeric range is not displayed. Rounding affects display, while the calculation uses the model’s numeric precision.
Check your units and assumptions before relying on a result. Changing a label does not convert a currency or physical unit.
Formula version: 00e862f9058d · Example checked: