The complete integral of \((z-px-qy)^3=pq+2(p^2+q)^2\) is

1
\(z=ax+by+\sqrt[3]{pq+2(p^2+q)^2}\)
2
\(z=ax+by+\sqrt[3]{ab+2(a^2+b)^2}\)
3
\(z=ax+by+\sqrt[3]{ab}+\sqrt[3]{2(a^2+b)^2}\)
4
\(z=ax+by+c\)

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