1) 3\cos 10x+\cos 5x+2=0; 2) \dfrac{1}{\cos ^22x}-5\tg 2x+5=0; 3) 3\cos \dfrac{2x}{5}+2\sin \dfrac{2x}{5}=0; 4) 8\sin ^2\dfrac{x}{6}+9\sin \dfrac {x}{6}\cos \dfrac{x}{6}+\cos ^2\dfrac{x}{6}=0; 5) 4\sin 5x+3\cos 5x=4; 6) \sqrt{- \cos 2x} = \sin x.
Задание

Выполни задание

Реши уравнения:

  1. \(3\cos 10x+\cos 5x+2=0\) ;

  2. \(\dfrac{1}{\cos ^22x}-5\tg 2x+5=0\) ;

  3. \(3\cos \dfrac{2x}{5}+2\sin \dfrac{2x}{5}=0\) ;

  4. \(8\sin ^2\dfrac{x}{6}+9\sin \dfrac {x}{6}\cos \dfrac{x}{6}+\cos ^2\dfrac{x}{6}=0\) ;

  5. \(4\sin 5x+3\cos 5x=4\) ;

  6. \(\sqrt{- \cos 2x} = \sin x\) .