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Ralph wants to find the solution to a system of equations using y = x - 2 and y = x2 + 6x - 38. Joey says that Ralph can solve x2 + 5x - 36 = 0 to find the x coordinates of the solutions to his system. Explain and demonstrate why Joey is correct.
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The solution to a system of equations will give the same value of \(y\) for the same value of \(x\) in all of the equations of the system. Therefore, at any value of \(x\) that is a solution, \[y=x-2=x^2+6x-38\]or\[x-2=x^2+6x-38\]Is it possible to simplify that equation at all?
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