The nonlinear Schr(o)dinger (NLS) equation and Boussinesq equation are two very important integrable equations.They have widely physical applications.In this paper,we investigate a nonlinear system,which is the two-component NLS equation coupled to the Boussinesq equation.We obtain the bright-bright,bright-dark,and dark-dark soliton solutions to the nonlinear system.We discuss the collision between two solitons.We observe that the collision of bright-bright soliton is inelastic and two solitons oscillating periodically can happen in the two parallel-traveling bright-bright or bright-dark soliton solution.The general breather and rogue wave solutions are also given.Our results show again that there are more abundant dynamical properties for multi-component nonlinear systems.