f(x)=sin(2x-(π/6))+cos(2x-(π/3))
=sin(2x-(π/6))+cos((π/3)-2x)
=sin(2x-(π/6))+sin(2x+(π/6))
=sin2x
1
2kπ+(π/2)≤2x≤2kπ+(π/2)
2
横坐标变为原来的1/2
3
f(x)=sin(2x-(π/6))+cos(2x-(π/3))
=sin(2x-(π/6))+cos((π/3)-2x)
=sin(2x-(π/6))+sin(2x+(π/6))
=sin2x
1
2kπ+(π/2)≤2x≤2kπ+(π/2)
2
横坐标变为原来的1/2
3