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Реши уравнение \({2\sqrt3 - 4\cos2x = 0}\) .

Ответ:

• \(2\pi k\)
• \(-\cfrac{\pi}{12}\)
• \(\cfrac{5\pi}{6}\)
• \(\cfrac{\pi}{12}\)
• \(\pi k\)
• \(-\cfrac{\pi}{6}\)
• \(\pi n\)
• \(2\pi n\)

[ ] \(+\) [ ], \(n\in\Z;\)

[ ] \(+\) [ ], \(k\in\Z.\)