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Solve the system of equations. {:[-5x-3y-9=0],[4x-18 y-54=0],[x=◻],[y=◻]:}

Solve the system of equations.\newline−5x−3y−9=04x−18y−54=0x=□y=□ \begin{array}{l} -5 x-3 y-9=0 \\ 4 x-18 y-54=0 \\ x=\square \\ y=\square \end{array}

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Q. Solve the system of equations.\newline−5x−3y−9=04x−18y−54=0x=□y=□ \begin{array}{l} -5 x-3 y-9=0 \\ 4 x-18 y-54=0 \\ x=\square \\ y=\square \end{array}
  1. Write Equations: Write down the given system of equations.\newlineWe have the following system of equations:\newline−5x−3y−9=0-5x - 3y - 9 = 0\newline4x−18y−54=04x - 18y - 54 = 0
  2. Simplify Second Equation: Simplify the second equation if possible.\newlineThe second equation, 4x−18y−54=04x - 18y - 54 = 0, can be simplified by dividing all terms by 22.\newlineThis gives us 2x−9y−27=02x - 9y - 27 = 0.\newlineHowever, this simplification is incorrect because the terms do not divide evenly by 22. We should look for another common factor.

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