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( begin{array}{l}frac{2}{x}+frac{3}{y}-frac{2}{z}=-1 frac{2}{x}-frac{15}{y}+frac{5}{z}=4 frac{5}{x}+frac{3}{y}-frac{1}{z}=1end{array} )

\\( \\begin{array}{l}\\frac{2}{x}+\\frac{3}{y}-\\frac{2}{z}=-1 \\\\ \\frac{2}{x}-\\frac{15}{y}+\\frac{5}{z}=4 \\\\ \\frac{5}{x}+\\frac{3}{y}-\\frac{1}{z}=1\\end{array} \\)

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