We discuss the interaction between a pseudoscalar and two vector mesons within the context of chiral SU(3)⊗SU(3) symmetry. Assuming that the interaction transforms like a combination of zeroth and eighth components of a (3, 3*) ⊕ (3*, 3) representation, we are able, in a phenomenological Lagranigan treatment, to reproduce a previous SU(3) parametrization of the related meson decay rates. In addition we obtain interaction terms for the decays of the X0 meson. We study also the mass spectrum of the vector, axial-vector, and pseudoscalar mesons when these last belong to a nonlinear representation and when they are part of a linear representation which includes scalar mesons. In the latter case we find that the κ-K* mixing is negligible.