Sistemas Cuadráticos

\[x^2 - y = 96 \atop -4x + 5y = -20\]
\[x = \mathbf{?}, y = \mathbf{?}\]

\[x^2 + 5y = 26 \atop 4x + 2y = -28\]
\[x = \mathbf{?}, y = \mathbf{?}\]

\[x^2 - y = 17 \atop -5x + 5y = -25\]
\[x = \mathbf{?}, y = \mathbf{?}\]

\[x^2 - y^2 = 0 \atop -2x - 3y = 3\]
\[x = \mathbf{?}, y = \mathbf{?}\]

\[x^2 - y^2 = -3 \atop -x - 3y = 5\]
\[x = \mathbf{?}, y = \mathbf{?}\]

\[x^2 + 2y^2 = 41 \atop 2x + y = 2\]
\[x = \mathbf{?}, y = \mathbf{?}\]