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xyz=0; y+2z+a*y*z=0; x+2z+a*x*z=0; 2x+2y+a*x*y=0

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Solución

Ha introducido [src]
x*y*z = 0
zxy=0z x y = 0
y + 2*z + a*y*z = 0
zay+(y+2z)=0z a y + \left(y + 2 z\right) = 0
x + 2*z + a*x*z = 0
zax+(x+2z)=0z a x + \left(x + 2 z\right) = 0
2*x + 2*y + a*x*y = 0
yax+(2x+2y)=0y a x + \left(2 x + 2 y\right) = 0
y*(a*x) + 2*x + 2*y = 0
Respuesta rápida
x1=0x_{1} = 0
=
00
=
0

z1=0z_{1} = 0
=
00
=
0

y1=0y_{1} = 0
=
00
=
0
z2=0z_{2} = 0
=
00
=
0

x2=0x_{2} = 0
=
00
=
0

y2=0y_{2} = 0
=
00
=
0