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LaTeX-examples/documents/math-minimal-distance-to-cubic-function/quadratic-case-2.3.tex
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One solution is
\[x = \frac{(1-i \sqrt{3}) \alpha}{\sqrt[3]{12} \cdot t}
-\frac{(1+i\sqrt{3}) t}{2\sqrt[3]{18}}\]
The verification of this case is pretty much the same as for
case 2.2.