Cos^2x-3sinx*cosx=-1
Cos²x - 3sinx*cosx =1 ; -(1 -cos²x) -3sinx*cosx =0 ; sin²x +3sinx*cosx =0 ; sinx (sinx +3cosx ) =0 ⇔ [ sinx =0 ; sinx +3cosx =0 . [sinx =0 ; tqx = -3 . ⇔ [ x =πn ; x = - 3*arc tq (3) + πn , n ∈Z.