1+ctg2x=1/cos(3pi/2-2x) на промежутке -2pi ; -pi/2
1+ctg2x=1/-sin2x sin2x+cos2x=-1 2sinxcosx+cos²x-sin²x+sin²x+cos²x=0 2sinxcosx+2cos²x=0 /cos²x≠0 2tgx+2=0 tgx=-1 x=-π/4+πn x=-5π/4∈[-2π;-π/2]