If $(x,y)$ satisfies the simultaneous equations \begin{align*} 3xy - 4x^2 - 36y + 48x &= 0, \\ x^2 - 2y^2 &= 16, \end{al
ign*}where $x$ and $y$ may be complex numbers, determine all possible values of $y^2$.
1 answer:
The answer is invalid. Must give a correct or more simpler way to ask the question
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