Ответ:
3sin²x-coxx+1=0
3sin²x=3(1-cos²x)
3-3cos²x-cosx+1=0
3cos²x-cosx-4=0
cosx=t
3t²-t-4=0
D=1+48=49=7²
t₁=8/6=4/3
t₂=-1
cosx≠4/3
cosx=-1
x=П+2Пн
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Ответ:
3sin²x-coxx+1=0
3sin²x=3(1-cos²x)
3-3cos²x-cosx+1=0
3cos²x-cosx-4=0
cosx=t
3t²-t-4=0
D=1+48=49=7²
t₁=8/6=4/3
t₂=-1
cosx≠4/3
cosx=-1
x=П+2Пн