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Реши любую задачу с помощью нейросети.

Дано

$$32 y + 8 x + 16 y^{2} + 3 x^{2} + 16 x y = 0$$

2 2
8*x + 32*x*y + 24*y + 32*x + 32*y = 0

$$32 y + 32 x + 24 y^{2} + 8 x^{2} + 32 x y = 0$$
Ответ
$$x_{1} = -16$$
=
$$-16$$
=

-16

$$y_{1} = 4$$
=
$$4$$
=

4

$$x_{2} = – frac{8}{5}$$
=
$$- frac{8}{5}$$
=

-1.6

$$y_{2} = – frac{4}{5}$$
=
$$- frac{4}{5}$$
=

-0.8

$$x_{3} = 0$$
=
$$0$$
=

0

$$y_{3} = 0$$
=
$$0$$
=

0

$$x_{4} = 8$$
=
$$8$$
=

8

$$y_{4} = -8$$
=
$$-8$$
=

-8

Численный ответ

x1 = 1.019670417336793e-29
y1 = 5.169721552305269e-30

x2 = 3.927269267027482e-39
y2 = 1.972616256020831e-39

x3 = 4.887715817183176e-27
y3 = 2.485225845447601e-27

x4 = 8.00000000000000
y4 = -8.00000000000000

x5 = 7.496878247002563e-24
y5 = 3.76702841156107e-24

x6 = -1.60000000000000
y6 = -0.800000000000000

x7 = -3.435973836807274e-22
y7 = 3.435973836807274e-22

x8 = 2.258641104369124e-24
y8 = 1.132466846701835e-24

x9 = 1.624036636701554e-31
y9 = 8.149601840389389e-32

x10 = -2.252038071451309e-23
y10 = 2.252038071451309e-23

x11 = 8.413753478173589e-34
y11 = 4.240958369688541e-34

x12 = -16.0000000000000
y12 = 4.00000000000000

x13 = 1.268638177269704e-26
y13 = 6.360829509447949e-27

x14 = 3.717950010516083e-23
y14 = 1.862681184750741e-23

x15 = 4.646807273813788e-37
y15 = 2.326178712333704e-37

x16 = -1.691255502299766e-32
y16 = 1.691255502299766e-32

   
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Lenochka2011
Образование - высшее. Имеется большой опыт написания курсовых, контрольных и дипломных работ.