Решите уравнение \({\sin\left(\dfrac{\pi}{18}-8x\right)=1.}\) \({-\dfrac{{\pi}}{18}+\dfrac{{\pi}n}{4},n\in{\mathbf{Z}}}\) \({-\dfrac{{\pi}}{18}+2{{\pi}n},n\in{\mathbf{Z}}}\) \({\dfrac{5{\pi}}{72}+\dfrac{{\pi}n}{4},n\in{\mathbf{Z}}}\) \({\dfrac{{\pi}}{18}+\dfrac{{\pi}n}{4},n\in{\mathbf{Z}}}\)

Задание

Решите уравнение \({\sin\left(\dfrac{\pi}{18}-8x\right)=1.}\)

\({-\dfrac{{\pi}}{18}+\dfrac{{\pi}n}{4},n\in{\mathbf{Z}}}\)
\({-\dfrac{{\pi}}{18}+2{{\pi}n},n\in{\mathbf{Z}}}\)
\({\dfrac{5{\pi}}{72}+\dfrac{{\pi}n}{4},n\in{\mathbf{Z}}}\)
\({\dfrac{{\pi}}{18}+\dfrac{{\pi}n}{4},n\in{\mathbf{Z}}}\)