  Various miscellaneous functional inequalities are deduced for the so-called
generalized inverse trigonometric and hyperbolic functions. For instance,
functional inequalities for sums, difference and quotient of generalized
inverse trigonometric and hyperbolic functions are given, as well as some
Gr\"unbaum inequalities with the aid of the classical Bernoulli inequality.
Moreover, by means of certain already derived bounds, bilateral bounding
inequalities are obtained for the generalized hypergeometric ${}_3F_2$ Clausen
function.
