In this paper, we prove some basic results for Cauchy dual of weighted composition operators. Also we introduce some new classes of operators, called †-hyponormal, †-quasi-hyponormal, and we provide necessary and sufficient conditions for Cauchy dual and MP−inverse of weighted composition operators on L 2 (Σ) to belong to these classes. In addition, we study the complex symmetry of these types of operators. Moreover, some examples are provided to illustrate the obtained results