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Реши любую задачу с помощью нейросети.
Дано
$$- 30 cos^{10}{left (sin^{2}{left (x right )} right )} + sin{left (40 right )} + sin{left (20 right )}$$
Подстановка условия
$$- 30 cos^{10}{left (sin^{2}{left (x right )} right )} + sin{left (40 right )} + sin{left (20 right )}$$
sin(40) – 2*cos(sin((1/3))^2)^10*15 + sin(20)
$$- 30 cos^{10}{left (sin^{2}{left ((1/3) right )} right )} + sin{left (40 right )} + sin{left (20 right )}$$
sin(40) – 2*cos(sin(1/3)^2)^10*15 + sin(20)
$$- 30 cos^{10}{left (sin^{2}{left (frac{1}{3} right )} right )} + sin{left (40 right )} + sin{left (20 right )}$$
-30*cos(sin(1/3)^2)^10 + sin(20) + sin(40)
$$- 30 cos^{10}{left (sin^{2}{left (frac{1}{3} right )} right )} + sin{left (40 right )} + sin{left (20 right )}$$
Численный ответ
1.65805841120698 – 30.0*cos(sin(x)^2)^10