Calculates the hyperbolic tangent of a number.

Syntax

TanHyp(Number)

The syntax of the TanHyp function consists of the following parts:

Remarks

The result has the same structure as the argument Number. The calculation is done element by element where appropriate.

The result has the unit 1, if Angle has a unit. Otherwise, it has no unit.

The real hyperbolic tangent function is calculated for a real argument. The result is always of the 64-bit floating point value data type. The following illustration shows the course of the function:

If Number is complex, then the complex hyperbolic tangent function is calculated, which can be defined as follows:

(Exp(Number) - Exp(-Number)) / (Exp(Number) + Exp(-Number))

The result is always of the complex 64-bit floating point value data type. The following illustration shows the course of the absolute value of the function:

If the argument is a list, then the function is executed for each element of the list and the result is also a list.

Available in

FlexPro Basic, Professional, Developer Suite

Examples

See Also

ArcCos Function

ArcSin Function

ArcTan Function

ArcTan2 Function

Cos Function

CosHyp Function

Sin Function

SinHyp Function

Tan Function