Plants play a vital role in the everyday life of all organisms on earth. This paper proposes a Filippov vector-borne plant disease model incorporating roguing of infected plants and spaying pesticides to relieve the economical devastation for growers and damage to humans, natural enemies and the environment. No control strategy is taken if the number of infected plants is less than an infected plant threshold level I_{c}; further, infected plants are removed once the number of infected plants exceeds I_{c}; meanwhile, pesticides are spayed if the number of infected vectors exceeds the infected vector threshold level Y_{c}. The global dynamics for the proposed system is investigated. Model solutions ultimately stabilize at the positive equilibrium that lies in the region above I_{c}, or on I=I_{c}, or below I_{c}, depending on the threshold values I_{c} and Y_{c}. The findings indicate that proper combinations of the infected plant and vector threshold values based on the threshold policy can maintain the number of infected plants either at a previously given level or below a certain threshold level.