1.sin²40°+sin²50°
sin²40°+sin²50°
=sin²40°+cos²(90°-50°)
=sin²40°+cos²40°
=1
2.如何证明sin(30°+α)=cos(60°-α)
sin(30°+α)
=cos[90°-(30°+α)]
=cos(60°-α)
1.sin²40°+sin²50°
sin²40°+sin²50°
=sin²40°+cos²(90°-50°)
=sin²40°+cos²40°
=1
2.如何证明sin(30°+α)=cos(60°-α)
sin(30°+α)
=cos[90°-(30°+α)]
=cos(60°-α)