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х^2-xy=-8; y^2-xy=24

х^2-xy=-8; y^2-xy=24

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The solution

You have entered [src]
 2           
x  - x*y = -8
$$x^{2} - x y = -8$$
 2           
y  - x*y = 24
$$- x y + y^{2} = 24$$
or
$$\begin{cases}x^{2} - x y = -8\\- x y + y^{2} = 24\end{cases}$$
Rapid solution
$$x_{1} = -2$$
=
$$-2$$
Упростить
=
-2

$$y_{1} = -6$$
=
$$-6$$
Упростить
=
-6
$$x_{2} = 2$$
=
$$2$$
Упростить
=
2

$$y_{2} = 6$$
=
$$6$$
Упростить
=
6
Numerical answer [src]
y1 = -6.0
x1 = -2.0
y1 = -6.0
x1 = -2.0
The graph
х^2-xy=-8; y^2-xy=24