x^2+y^2=25 x-y=5

Вы ввели

 2    2     
x  + y  = 25

$$x^{2} + y^{2} = 25$$

x - y = 5

$$x - y = 5$$

или

$$\begin{cases}x^{2} + y^{2} = 25\\x - y = 5\end{cases}$$

Быстрый ответ

$$x_{1} = 0$$
=
$$0$$
=

0

$$y_{1} = -5$$
=
$$-5$$
=

-5

$$x_{2} = 5$$
=
$$5$$
=

5

$$y_{2} = 0$$
=
$$0$$
=

0

Численный ответ

y1 = -6.899774047762017e-23
x1 = 5.0

y2 = -1.821827974433395e-23
x2 = 5.0

y3 = -5.0
x3 = 1.821827658898662e-23

y4 = 1.187362222974581e-22
x4 = 5.0

y5 = -5.0
x5 = -1.187364240486346e-22

y6 = 1.16556458779622e-23
x6 = 5.0

y7 = -5.0
x7 = -1.165564587795016e-23

y8 = -1.622734358403027e-23
x8 = 5.0

y9 = -5.0
x9 = 2.209891546854444e-23

y10 = -5.023575137577859e-23
x10 = 5.0

y11 = -5.0
x11 = 1.622734357170431e-23

y12 = -2.209891704626625e-23
x12 = 5.0

y13 = -3.753516769312772e-23
x13 = 5.0

y14 = -5.0
x14 = 6.899775310247615e-23

y15 = -5.0
x15 = 5.023575453127036e-23

y16 = -5.0
x16 = 3.364100645160622e-23

y17 = -5.0
x17 = 3.753521818022565e-23

y18 = -3.364100645160622e-23
x18 = 5.0

График