Ответ:
1) t=arcsin(-√3/2)=-π/6
2)x=arccos(-1/2)=π/3
3)x=arctg(-1)=-π/4
0=1/2*cos(2x+π/3)-1
1=1/2*cos(2x+π/3)
cos(2x+π/3)=2
2x+π/3=arccos(2)+2πn;n€Z
2x=arccos(2)-π/3
x=arccos(2)/2-π/3+2πn;n€Z
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Ответ:
1) t=arcsin(-√3/2)=-π/6
2)x=arccos(-1/2)=π/3
3)x=arctg(-1)=-π/4
0=1/2*cos(2x+π/3)-1
1=1/2*cos(2x+π/3)
cos(2x+π/3)=2
2x+π/3=arccos(2)+2πn;n€Z
2x=arccos(2)-π/3
x=arccos(2)/2-π/3+2πn;n€Z