Given that tan hx -sin hx cos hx- express the value of tanhx in terms of ex and e-x

#160;tanhx=sinhxcoshx #160;⇒ tanhx = (e^x e^ x2) (e^x +e^ x2) #160;⇒ tanhx =e^x e^ xe^x +e^ x ...

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Circular Measurement of Angle

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Given that $tan h x = \frac{sin h x}{cos h x}$ , express the value of $tan h x$ in terms of $e^{x}$ and $e^{- x}$

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