We examine several assignments of spin and parity for the pentaquark Θ + state (J P = 1/2 ± , 3/2 ± ) in connection with phenomenology of known baryon resonances, using a general framework based on the flavor symmetry. Assuming that the Θ + belongs to an antidecuplet representation which mixes with an octet, we calculate the mass spectra of the flavor partners of the Θ + based on the SU(3) symmetry. The decay widths of the Θ + and nucleon partners are analyzed for the consistency check of the mixing angle obtained from the masses. It is found that a suitable choice of the mixing angle successfully reproduces the observed masses of exotics, when their spin and parity are assigned to be J P = 3/2 − , together with other nonexotic resonances of J P = 3/2 − . The decay widths of Θ → KN , N (1520) → πN , and N (1700) → πN are also reproduced simultaneously. We then evaluate two-meson couplings of Θ + , using experimental information of nucleon partners decaying into ππN channels, in which the two pions are in scalarand vector-type correlations. We examine two assignments of spin and parity J P = 1/2 + and 3/2 − , for which the experimental spectra of known resonances with exotic baryons are properly reproduced by an octet-antidecuplet representation mixing scheme. Using the obtained coupling constants, total cross sections of the reactions π − p → K − Θ + and K + p → π + Θ + are calculated. Substantial interference of two terms may occur in the reaction processes for the J P = 1/2 + case, whereas the interference effect is rather small for the 3/2 − case.