In the previous paper it has been proven that a BET compatible specific surface area, a(c)(s)(N-2, 77), can be calculated from any Type I isotherm measured below the critical temperature. In this paper it is proven that the same calculation can be performed from any Type II isotherms if the isotherm has a pure monolayer domain. In order to distinguish the mono- and multilayer adsorption the relative free energy of the surface as a function of the adsorbed amount, pi(r)(n(s)), and the functions psi(p(r)) and psi(n(s)) are applied, both defined by the differential expression (n(s)/p(r))(dp(r)/dn(s)), When the multilayer adsorption becomes the dominant process then the function pi(r)(n(s)) has a point of inflexion and functions psi(p(r)) and psi(n(s)) have maximum values. It has been demonstrated that in most of the Type II isotherms the mono-and multilayer domains can be separated, so the monolayer component isotherm can be calculated by the T (Toth) equation. Therefore, it is possible to calculate the BET compatible specific surface area discussed in detail in the previous paper. It has also been proven that there are Type II isotherms which describe only multilayer adsorption; i.e., the functions psi(p(r)) and psi(n(s)) do not have maximum values. In these cases the Harkins-Jura equation should be applied.