Batch calculation of hyperbolic sinusoids


Here is the batch calculation of hyperbolic sinusoids
Note: values are separated by (,) or one set of data per row.

APP description

In mathematics, a hyperbolic function is similar to a common trigonometric function (also called a circular function). The basic hyperbolic functions are hyperbolic sine "sinh", hyperbolic cosine "cosh", and hyperbolic tangent "tanh" is derived from them. It is also similar to the derivation of trigonometric functions.

Hyperbolic function defines Sinh_cosh_tanh hyperbolic sine with exponential function

sh \(z = (e ^ z-e ^ (-z)) / 2\) ⑴

sinh / hyperbolic sine: \(sinh (x) = [e ^ x-e ^ (-x)] / 2\)

Usage example

Input: 30, 40, 60

Click "Calculate" and output the result

Hyperbolic Sine:

5.343237e + 12, 1.176926e + 17, 5.710037e + 25

Note

Each set of data should be separated by a (,) sign or a space in the table.

 

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