The problem of state feedback sampled-data stabilization of nonlinear systems is considered under the “low measurement rate” constraint and in presence of (not necessarily small) time-delay in the measurement channel. A multirate control scheme is proposed which utilizes a numerical integration scheme to approximately predict the current state from the delayed measurements and to reconstruct state trajectories between samples. For both the controller emulation approach and the approach based on approximate discrete-time model of the system, we show that under the standard assumptions borrowed from [8, 10] the closed-loop multirate sampled data system is asymptotically stable in the semiglobal practical sense. An illustrative example of sampled-data control of VTOL aircraft is presented that demonstrates the advantages of the proposed scheme.