This paper investigates the optimal con guration of a partially two-layered circular capacitive microplate subjected to AC-DC electrostatic actuation. To this end, the static de ection due to DC electrostatic actuation, natural frequency of vibration about static position, and primary resonance response due to AC electrostatic actuation are studied. Primarily, the nonlinear equations of motion are derived through Classical Laminated Plate Theory (CLPT). Then, the static position and natural frequency of vibration around the static position are obtained using Galerkin approach. The forced vibration equations around the static position are separated using Galerkin method and solved by the multiple scale perturbation theory. Firstly, the impact of changes in the second-layer radius on the variations of static and dynamic responses of the system is studied while its thickness remains constant. Then, the e ect of changes in the second-layer thickness is studied while its radius remains constant. Finally, the impact of simultaneous changes in the radius and thickness of the second layer is studied while its volume remains constant. The results show that the highest frequency and lowest static de ection occur when the second layer covers fty percent of the rst layer. This result can be used for designing high-speed microsensors.