a)
cos(2x-30)=sin4x
cos(2x-30)=cos(90-4x)
2x-30=90-4x
6x=120
x=20 Градусов
b)sin5
cos(5x-45)=cosx
5x-45=x
4x=45
x=45/4=11.25
a)![sin2x+\sqrt3cos2x=2sin4x](/tpl/images/0017/0170/e6b61.png)
cos(2x-30)=sin4x
cos(2x-30)=cos(90-4x)
2x-30=90-4x
6x=120
x=20 Градусов
b)sin5![sin5x+cos5x=\sqrt2(\frac{1}{\sqrt2}sin5x+\frac{1}{\sqrt2}cos5x)=\sqrt2cos(5x-45^0)](/tpl/images/0017/0170/5b919.png)
cos(5x-45)=cosx
5x-45=x
4x=45
x=45/4=11.25