



 
Hi Maryam, I'm not sure what method you applied to this problem but I looked for a way to eliminate one of the variables. What I noticed is that if you multiply both sides of the second equation by 3 the term $y/3$ becomes $y$ and then if you add the two equations the $y$ term is eliminated. This method does work but I prefer to eliminate all the fractions so I would multiply both sides of the first equation by 8 and both sides of the second equation by 3 to get \begin{eqnarray*} If you now multiply both sides of the second equation by 8 you can eliminate the$ $y term. \begin{eqnarray*} Adding the two equations gives \[73 x = 292.\] Solve for $x$ and substitute into one of the equations to find $y.$ Penny  


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