(1-cos2x)²/4+(1+cos2x)²/4+sin2x=7/55-10cos2x+5cos²2x+5+10cos2x+5cos²2x+20sin2x-28=010cos²2x+20sin2x-18=010-10sin²2x+20sin2x-18=0sin2x=a10a²-20a+8=05a²-10a+4=0D=100-80=20a1=(10-2√5)/10=1-0,2√5⇒sin2x=1-0,2√52x=(-1)^arcsin(1-0,2√5)+πn⇒x=(-1)^n*0,5arcsin(1-0,2√5)+πn/2,n∈za2=1+0,2√5⇒sinx=1+0,2√5>1 нет решения