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Solve the system y = x^2
\begin{cases}y = x^{2} \\ y = x + 2\end{cases}
Step by step
- \begin{cases}y = x^{2} \\ y = x + 2\end{cases}
The system has 2 equations in 2 unknowns (x, y).
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The system is nonlinear: substitute one equation into the other and solve the resulting single-variable equation.
- (x = -1,\; y = 1) ,\; (x = 2,\; y = 4)
2 solution(s).
Reveal the answer
(x = -1,\; y = 1) ,\; (x = 2,\; y = 4)