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Solve.\newlinex=5x = 5\newline9x+10y=59x + 10y = -5\newline(_____, _____)

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Q. Solve.\newlinex=5x = 5\newline9x+10y=59x + 10y = -5\newline(_____, _____)
  1. Substitute x=5x = 5: Substitute x=5x = 5 into the equation 9x+10y=59x + 10y = -5.\newline9(5)+10y=59(5) + 10y = -5\newline45+10y=545 + 10y = -5
  2. Isolate variable term: Isolate the variable term 10y10y. \newline10y=54510y = -5 - 45\newline10y=5010y = -50
  3. Solve for y: Solve for y.\newline10y=5010y = -50\newliney=50/10y = -50 / 10\newliney=5y = -5
  4. Final Solution: We found:\newlinex=5x = 5\newliney=5y = -5\newlineThe solution in the form of an ordered pair is (5,5)(5, -5).

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