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Реши любую задачу с помощью нейросети.
Дано
$$sin{left (y right )} cos{left (y right )} = frac{1}{2}$$
sin(2*x) + sin(2*y) = 0
$$sin{left (2 x right )} + sin{left (2 y right )} = 0$$
Ответ
$$x_{1} = – frac{pi}{4}$$
=
$$- frac{pi}{4}$$
=
=
$$- frac{pi}{4}$$
=
-0.785398163397448
$$y_{1} = – frac{3 pi}{4}$$
=
$$- frac{3 pi}{4}$$
=
-2.35619449019234
$$x_{2} = – frac{pi}{4}$$
=
$$- frac{pi}{4}$$
=
=
$$- frac{pi}{4}$$
=
-0.785398163397448
$$y_{2} = frac{pi}{4}$$
=
$$frac{pi}{4}$$
=
0.785398163397448
$$x_{3} = frac{3 pi}{4}$$
=
$$frac{3 pi}{4}$$
=
=
$$frac{3 pi}{4}$$
=
2.35619449019234
$$y_{3} = – frac{3 pi}{4}$$
=
$$- frac{3 pi}{4}$$
=
-2.35619449019234
$$x_{4} = frac{3 pi}{4}$$
=
$$frac{3 pi}{4}$$
=
=
$$frac{3 pi}{4}$$
=
2.35619449019234
$$y_{4} = frac{pi}{4}$$
=
$$frac{pi}{4}$$
=
0.785398163397448