原式=(sin10°/cos10°—根号3)·cos10°/sin50°
=[sin10°-(根号3)·cos10°]·cos10°/sin50°
=[sin10°-(根号3)·cos10°]/sin50°
=2[sin10°cos60°-sin60°cos10°]/sin50°
=2sin(10°-60°)/sin50°
=-2
原式=(sin10°/cos10°—根号3)·cos10°/sin50°
=[sin10°-(根号3)·cos10°]·cos10°/sin50°
=[sin10°-(根号3)·cos10°]/sin50°
=2[sin10°cos60°-sin60°cos10°]/sin50°
=2sin(10°-60°)/sin50°
=-2