Solve for x, y, z (complex solution)

x=2\left(z-2\right)<br/>y=-\frac{2}{3}\approx -0.666666667<br/>z\in \mathrm{C}

$x=2(z−2)$

$y=−32 ≈−0.666666667$

$z∈C$

$y=−32 ≈−0.666666667$

$z∈C$

Solve for x, y, z

x=2\left(z-2\right)<br/>y=-\frac{2}{3}\approx -0.666666667<br/>z\in \mathrm{R}

$x=2(z−2)$

$y=−32 ≈−0.666666667$

$z∈R$

$y=−32 ≈−0.666666667$

$z∈R$

Solve

x = 0, y = -2/3, z = 2<br/>x = -1, y = -2/3, z = 3/2

$x=0,y=−2/3,z=2$

$x=−1,y=−2/3,z=3/2$

$x=−1,y=−2/3,z=3/2$

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