This note is concerned with the stabilization problem for sampled-data control systems with control inputs missing. A sufficient condition is derived for the existence of exponentially stabilizing state feedback controllers via the switched system approach. The obtained condition establishes several quantitative relations among some system parameters (such as the sampling period and the exponential decay rate), the actual data missing rate, and the admissible data missing rate bound. Two illustrative examples are given to show the effectiveness of the proposed results.