Помогитеееее (подробное решение)

1 1)tgx≥3 x∈[arctg3+πn;π/2+πn,n∈z) x∈-arctg3;π/2) U [π+arctg3;3π/2) U[2π+arctg3;5π/2) 2)tgx<4 x∈(-π/2+πn;arctg4+πn,n∈z) x∈(-π/2;arctg4) U (π/2;π+arctg4) U (3π/2;2π+arctg4) 3)tgx≤-4 x∈(-π/2+πn;-arctg4+πn,n∈z] x∈(-π/2;-arctg4] U (π/2;π-arcgt4] U (3π/2;2π-arctg4] U (5π/2;3π-arctg4] 4)tgx>-3 x∈(-arctg3+πn,π/2+πn,n∈z) x∈(-arctg3,π/2) U (π-arctg3,3π/2) U (2π-arctg3;5π/2) U (3π-arctg4;3π] 2 1)ctg(x/2)=-1/√3 x/2=5π/6+πn x=5π/3+2πn,n∈z 2)ctg3x=1 3x=π/4+πn x=π/12+πn/3,n∈z