Does anyone know where you could find the deduction of the inverse of tanh(x) starting from the standard hyperbolic trigonometry definitions? (Or does anyone possibly know how to deduce it from them?)

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@hartnn , @TuringTest , @AravindG
Please help ;_;

I basically get it, down to tanh(x)=(e^(2x)-1)/(e^(2x)+1)

It is right isnt it?

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