设cos(π/4+α)=-√3/2(π/2

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设cos(π/4+α)=-√3/2(π/2
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设cos(π/4+α)=-√3/2(π/2
设cos(π/4+α)=-√3/2(π/2

设cos(π/4+α)=-√3/2(π/2
cos(π/4+α)=-√3/2, sin(π/4+α)=√[1-cos^2(π/4+α)]=1/2.【π/2

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