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Solve the system of equations.\newliney=−18x+34y = -18x + 34\newliney=x2−18x−47y = x^2 - 18x - 47\newlineWrite the coordinates in exact form. Simplify all fractions and radicals.\newline(______,______)\newline(______,______)

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Q. Solve the system of equations.\newliney=−18x+34y = -18x + 34\newliney=x2−18x−47y = x^2 - 18x - 47\newlineWrite the coordinates in exact form. Simplify all fractions and radicals.\newline(______,______)\newline(______,______)
  1. Substitute yy into second equation: Substitute yy from the first equation into the second equation: x2−18x−47=−18x+34x^2 - 18x - 47 = -18x + 34.
  2. Simplify the equation: Simplify the equation: x2−47=34x^2 - 47 = 34.

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