若sin(α+π/12)=1/3,则cos(α+7π/12)的值为
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若sin(α+π/12)=1/3,则cos(α+7π/12)的值为若sin(α+π/12)=1/3,则cos(α+7π/12)的值为若sin(α+π/12)=1/3,则cos(α+7π/12)的值为c
若sin(α+π/12)=1/3,则cos(α+7π/12)的值为
若sin(α+π/12)=1/3,则cos(α+7π/12)的值为
若sin(α+π/12)=1/3,则cos(α+7π/12)的值为
cos(α+7π/12)
=cos(-α-7π/12)
=sin[π/2-(-α-7π/12)]
=sin(α+13π/12)
=sin[π+(α+π/12)]
=-sin(α+π/12)
=-1/3
cos(α+7π/12)
=cos(α+π/12)cos(π/2)-sin(α+π/12)sin(π/2)
=-sin(α+π/12)
=-1/3
cos(α+7π/12)=cos(α+π/12+π/2)=-sin(α+π/12)=-1/3
把α+π/12看做整体为b,则sin b=1/3,所求为cos (b+π/2)=-sin b=-1/3
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