Solve for a (complex solution)
a=\sqrt{-2\sqrt{xb^{2}}+b^{2}+x}
a=-\sqrt{-2\sqrt{xb^{2}}+b^{2}+x}
a=-\sqrt{2\sqrt{xb^{2}}+b^{2}+x}
a=\sqrt{2\sqrt{xb^{2}}+b^{2}+x}
Solve for b (complex solution)
b=\sqrt{-2\sqrt{xa^{2}}+a^{2}+x}
b=-\sqrt{-2\sqrt{xa^{2}}+a^{2}+x}
b=-\sqrt{2\sqrt{xa^{2}}+a^{2}+x}
b=\sqrt{2\sqrt{xa^{2}}+a^{2}+x}
Solve for a
\left\{\begin{matrix}a=-b-\sqrt{x}\text{; }a=b+\sqrt{x}\text{; }a=-b+\sqrt{x}\text{; }a=b-\sqrt{x}\text{, }&x\geq 0\\a=\sqrt{x}\text{; }a=-\sqrt{x}\text{, }&x\geq 0\text{ and }b=0\end{matrix}\right.
Solve for b
\left\{\begin{matrix}b=-a-\sqrt{x}\text{; }b=a+\sqrt{x}\text{; }b=-a+\sqrt{x}\text{; }b=a-\sqrt{x}\text{, }&x\geq 0\\b=\sqrt{x}\text{; }b=-\sqrt{x}\text{, }&x\geq 0\text{ and }a=0\end{matrix}\right.
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