  Strong mesonic decays are studied in the framework of the 't Hooft model for
the two-dimensional QCD in the axial gauge. Special attention is payed to the
processes with pions in the final state involved and the low energy theorems
have been checked including the "Adler zero". It is demonstrated explicitly
that in the chiral limit any three-meson decay amplitude with at least one pion
vertex vanishes identically for any values of the external momenta. Ward
identities for the dressed vector and axial-vector currents vertices are
identified and their relationship to the pionic vertex are discussed.
