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Solve for $$x, y, z$$ from the following simultaneous equations.
$$x^2 + xy + xz - x = 7$$
$$y^2 + yz + yx - y = -14$$
$$z^2 + zx + zy - z = 49$$
Correct Answer: x=-1 y=2 z=-7 or x=7/6 y=-7/3 z=49/6
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