cos(105°-α)=-cos[180-(105°-α)]=-cos(75°+α)=-1/3
α为第三象限角,105°-α为第四象限角
sin(α-105°)=-sin(105°-α)=√(1-1/9)=2√2/3
cos(105°-α)+sin(α-105°)=(2√2-1)/3
cos(105°-α)=-cos[180-(105°-α)]=-cos(75°+α)=-1/3
α为第三象限角,105°-α为第四象限角
sin(α-105°)=-sin(105°-α)=√(1-1/9)=2√2/3
cos(105°-α)+sin(α-105°)=(2√2-1)/3