[en] The method developed in part I is applied to study the basic parameters of the states belonging to the ground, β-rotational bands in even-even deformed nuclei. The parameters of the model Hamiltonian and the expansion coefficients of the physical operators are calculated within a microscopic model, including pairing and quadrupole-quadrupole interactions in an average field of the Woods-Saxon type. One obtains the energies of the states and the nonadiabatic corrections to the different multipole moments in the charge and density distribution of nuclei, and electromagnetic transition probabilities. The agreement of the theoretical results with the known experimental data is generally good. Some conclusions are drawn concerning the deformability of the rotating nuclei in the region of angular momenta critical for the existence of pairing correlations. (Auth.)