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Solve.\newlinex=6x = 6\newline6x+9y=186x + 9y = 18\newline(_____, _____)

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Q. Solve.\newlinex=6x = 6\newline6x+9y=186x + 9y = 18\newline(_____, _____)
  1. Substitute x=6x = 6: Substitute x=6x = 6 into the equation 6x+9y=186x + 9y = 18.\newline6(6)+9y=186(6) + 9y = 18\newline36+9y=1836 + 9y = 18
  2. Isolate variable term: Isolate the variable term 9y9y. \newline36+9y−36=18−3636 + 9y - 36 = 18 - 36\newline9y=−189y = -18
  3. Solve for y: Solve for y.\newline9y=−189y = -18\newliney=−189y = \frac{-18}{9}\newliney=−2y = -2
  4. Find ordered pair: We found:\newlinex=6x = 6\newliney=−2y = -2\newlineWhat is the solution in the form of an ordered pair?\newlineSubstitute x=6x = 6 and y=−2y = -2 in (x,y)(x, y).\newlineThe solution is (6,−2)(6, -2).

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