1)sin^2(x/4)+2sin(x/4)*cos(x/4)+cos^2(x/4)≤1/2
1+sin(x/2)≤1/2
sin(x/2)≤-1/2
-3pi/4+2pin ≤ x/2≤-pi/4+2pin; n⊂Z
умножу все на 2
-1.5pi+4pin≤x≤-pi/2+4pin
26)sinx=t
2t^2-3t+1<0
D=9-8=1
t1=(3+1)/4=1; t2=(3-1)/4=1/2
pi/6+2pim≤x≤5pi/6+2pim; m⊂Z
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1)sin^2(x/4)+2sin(x/4)*cos(x/4)+cos^2(x/4)≤1/2
1+sin(x/2)≤1/2
sin(x/2)≤-1/2
-3pi/4+2pin ≤ x/2≤-pi/4+2pin; n⊂Z
умножу все на 2
-1.5pi+4pin≤x≤-pi/2+4pin
26)sinx=t
2t^2-3t+1<0
D=9-8=1
t1=(3+1)/4=1; t2=(3-1)/4=1/2
pi/6+2pim≤x≤5pi/6+2pim; m⊂Z