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Solución de sistemas de ecuaciones/ xz+x=6; 6xz+z=6

xz+x=6; 6xz+z=6

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Gráfico:

interior superior

interior superior

Solución

Ha introducido [src] 
x*z + x = 6
xz+x=6x z + x = 6 
6*x*z + z = 6
6xz+z=66 x z + z = 6 
(6*x)*z + z = 6
Respuesta rápida
x1=2912−98512x_{1} = \frac{29}{12} - \frac{\sqrt{985}}{12}
=
2912−98512\frac{29}{12} - \frac{\sqrt{985}}{12}
=
-0.198725804412536

z1=−9852−312z_{1} = - \frac{\sqrt{985}}{2} - \frac{31}{2}
=
−9852−312- \frac{\sqrt{985}}{2} - \frac{31}{2}
=
-31.1923548264752
x2=2912+98512x_{2} = \frac{29}{12} + \frac{\sqrt{985}}{12}
=
2912+98512\frac{29}{12} + \frac{\sqrt{985}}{12}
=
5.03205913774587

z2=−312+9852z_{2} = - \frac{31}{2} + \frac{\sqrt{985}}{2}
=
−312+9852- \frac{31}{2} + \frac{\sqrt{985}}{2}
=
0.192354826475216
Respuesta numérica [src] 
x1 = -0.198725804412536
z1 = -31.19235482647522
x2 = 5.032059137745869
z2 = 0.1923548264752158
x2 = 5.032059137745869
z2 = 0.1923548264752158
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